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DesCartes Math Vocabulary
RIT 151-160
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Pag
e12
0 ©
Co
pyr
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grid
Co
rpu
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Pag
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1 ©
Co
pyr
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grid
Co
rpu
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line
Pag
e12
2 ©
Co
pyr
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grid
Co
rpu
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line of symmetry
Pag
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3 ©
Co
pyr
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grid
Co
rpu
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liter
Pag
e12
4 ©
Co
pyr
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grid
Co
rpu
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Pag
e12
5 ©
Co
pyr
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grid
Co
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measure
Pag
e12
6 ©
Co
pyr
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grid
Co
rpu
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msc
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meter
Pag
e12
7 ©
Co
pyr
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grid
Co
rpu
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msc
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mile
Pag
e12
8 ©
Co
pyr
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grid
Co
rpu
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more than
Pag
e12
9 ©
Co
pyr
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grid
Co
rpu
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msc
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morning
Pag
e13
0 ©
Co
pyr
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grid
Co
rpu
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msc
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most often
Pag
e13
1 ©
Co
pyr
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grid
Co
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multiplication
Pag
e13
2 ©
Co
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grid
Co
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nickel
Pag
e13
3 ©
Co
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grid
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noon
Pag
e13
4 ©
Co
pyr
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grid
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o’clock
Pag
e13
5 ©
Co
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grid
Co
rpu
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odd number
Pag
e13
6 ©
Co
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grid
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order
Pag
e13
7 ©
Co
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grid
Co
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pint
Pag
e13
8 ©
Co
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grid
Co
rpu
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point
Pag
e13
9 ©
Co
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grid
Co
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quarter
Pag
e14
0 ©
Co
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grid
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Pag
e14
1 ©
Co
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grid
Co
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rotation
Pag
e14
2 ©
Co
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grid
Co
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round
Pag
e14
3 ©
Co
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grid
Co
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row
Pag
e14
4 ©
Co
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grid
Co
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Pag
e14
5 ©
Co
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grid
Co
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sentence
Pag
e14
6 ©
Co
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grid
Co
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set
Pag
e14
7 ©
Co
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Co
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seventh
Pag
e14
8 ©
Co
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grid
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side
Pag
e14
9 ©
Co
pyr
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grid
Co
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slide
Pag
e15
0 ©
Co
pyr
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t In
grid
Co
rpu
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smallest
Pag
e15
1 ©
Co
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grid
Co
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solve
Pag
e15
2 ©
Co
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grid
Co
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symmetry
Pag
e15
3 ©
Co
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grid
Co
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tablespoon
Pag
e15
4 ©
Co
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grid
Co
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taller
Pag
e15
5 ©
Co
pyr
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grid
Co
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teaspoon
Pag
e15
6 ©
Co
pyr
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grid
Co
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ten thousand
Pag
e15
7 ©
Co
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grid
Co
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tenth
Pag
e15
8 ©
Co
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grid
Co
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thirds
Pag
e15
9 ©
Co
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grid
Co
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turn
Pag
e16
0 ©
Co
pyr
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grid
Co
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unit
Pag
e16
1 ©
Co
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grid
Co
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width
Pag
e16
2 ©
Co
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grid
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Pag
e16
3 ©
Co
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grid
Co
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year
Pag
e16
4 ©
Co
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grid
Co
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DesCartes Math Vocabulary
RIT 191-200
Pag
e16
5 ©
Co
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Co
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approximate
Pag
e16
6 ©
Co
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grid
Co
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coins
Pag
e16
7 ©
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Co
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composite number
Pag
e16
8 ©
Co
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Co
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consecutive
Pag
e16
9 ©
Co
pyr
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t In
grid
Co
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decade
Pag
e17
0 ©
Co
pyr
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grid
Co
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deposit
Pag
e17
1 ©
Co
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grid
Co
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diagonal
Pag
e17
2 ©
Co
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grid
Co
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diagram
Pag
e17
3 ©
Co
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grid
Co
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difference
Pag
e17
4 ©
Co
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grid
Co
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digit
Pag
e17
5 ©
Co
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grid
Co
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division
Pag
e17
6 ©
Co
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grid
Co
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dollar sign
Pag
e17
7 ©
Co
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grid
Co
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face
Pag
e17
8 ©
Co
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grid
Co
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fact
Pag
e17
9 ©
Co
pyr
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grid
Co
rpu
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Fahrenheit
Pag
e18
0 ©
Co
pyr
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grid
Co
rpu
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fewer
Pag
e18
1 ©
Co
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grid
Co
rpu
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first
Pag
e18
2 ©
Co
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grid
Co
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fourth
Pag
e18
3 ©
Co
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grid
Co
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greatest
Pag
e18
4 ©
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grid
Co
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hundredth
Pag
e18
5 ©
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grid
Co
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intersect
Pag
e18
6 ©
Co
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grid
Co
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kilogram
Pag
e18
7 ©
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grid
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latest
Pag
e18
8 ©
Co
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line graph
Pag
e18
9 ©
Co
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t In
grid
Co
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measurement
Pag
e19
0 ©
Co
pyr
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grid
Co
rpu
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m
miles per hour
Pag
e19
1 ©
Co
pyr
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grid
Co
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milliliter
Pag
e19
2 ©
Co
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grid
Co
rpu
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m
million
Pag
e19
3 ©
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grid
Co
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nearest
Pag
e19
4 ©
Co
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grid
Co
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number statement
Pag
e19
5 ©
Co
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grid
Co
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operation
Pag
e19
6 ©
Co
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grid
Co
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parallel
Pag
e19
7 ©
Co
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grid
Co
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parallelogram
Pag
e19
8 ©
Co
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Co
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percent
Pag
e19
9 ©
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grid
Co
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perpendicular
Pag
e20
0 ©
Co
pyr
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grid
Co
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polygon
Pag
e20
1 ©
Co
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grid
Co
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prime number
Pag
e20
2 ©
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grid
Co
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product
Pag
e20
3 ©
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Co
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quarter past
Pag
e20
4 ©
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Co
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quarter to
Pag
e20
5 ©
Co
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grid
Co
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Pag
e20
6 ©
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grid
Co
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rectangular prism
Pag
e20
7 ©
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Co
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rectangular solid
Pag
e20
8 ©
Co
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grid
Co
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right angle
Pag
e20
9 ©
Co
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t In
grid
Co
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rise
Pag
e21
0 ©
Co
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grid
Co
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rod
Pag
e21
1 ©
Co
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grid
Co
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same shape
Pag
e21
2 ©
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grid
Co
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scale
Pag
e21
3 ©
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grid
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sign
Pag
e21
4 ©
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spinner
Pag
e21
5 ©
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square inch
Pag
e21
6 ©
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subtraction
Pag
e21
7 ©
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subtrahend
Pag
e21
8 ©
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surface
Pag
e21
9 ©
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grid
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symbol
Pag
e22
0 ©
Co
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thousands
Pag
e22
1 ©
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m
thousandth
Pag
e22
2 ©
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ton
Pag
e22
3 ©
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unifix cubes
Pag
e22
4 ©
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value
Pag
e22
5 ©
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vertical line
Pag
e22
6 ©
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weight
Pag
e22
7 ©
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what time
Pag
e22
8 ©
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zero
Pag
e22
9 ©
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DesCartes Math Vocabulary
RIT 201-210
Pag
e23
0 ©
Co
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about how much
Pag
e23
1 ©
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acute angle
Pag
e23
2 ©
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altitude
Pag
e23
3 ©
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bar graph
Pag
e23
4 ©
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base
Pag
e23
5 ©
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below
Pag
e23
6 ©
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biggest
Pag
e23
7 ©
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billion
Pag
e23
8 ©
Co
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t In
grid
Co
rpu
z –
msc
orp
uz.
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bly
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m
capacity
Pag
e23
9 ©
Co
pyr
igh
t In
grid
Co
rpu
z –
msc
orp
uz.
wee
bly
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m
change
Pag
e24
0 ©
Co
pyr
igh
t In
grid
Co
rpu
z –
msc
orp
uz.
wee
bly
.co
m
circumference
Pag
e24
1 ©
Co
pyr
igh
t In
grid
Co
rpu
z –
msc
orp
uz.
wee
bly
.co
m
compatible numbers
Pag
e24
2 ©
Co
pyr
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t In
grid
Co
rpu
z –
msc
orp
uz.
wee
bly
.co
m
coordinate point
Pag
e24
3 ©
Co
pyr
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t In
grid
Co
rpu
z –
msc
orp
uz.
wee
bly
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m
cubic unit
Pag
e24
4 ©
Co
pyr
igh
t In
grid
Co
rpu
z –
msc
orp
uz.
wee
bly
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m
data
Pag
e24
5 ©
Co
pyr
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t In
grid
Co
rpu
z –
msc
orp
uz.
wee
bly
.co
m
decameter
Pag
e24
6 ©
Co
pyr
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t In
grid
Co
rpu
z –
msc
orp
uz.
wee
bly
.co
m
decimeter
Pag
e24
7 ©
Co
pyr
igh
t In
grid
Co
rpu
z –
msc
orp
uz.
wee
bly
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m
decrease
Pag
e24
8 ©
Co
pyr
igh
t In
grid
Co
rpu
z –
msc
orp
uz.
wee
bly
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m
double
Pag
e24
9 ©
Co
pyr
igh
t In
grid
Co
rpu
z –
msc
orp
uz.
wee
bly
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m
east
Pag
e25
0 ©
Co
pyr
igh
t In
grid
Co
rpu
z –
msc
orp
uz.
wee
bly
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m
equivalent
Pag
e25
1 ©
Co
pyr
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t In
grid
Co
rpu
z –
msc
orp
uz.
wee
bly
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m
expanded numeral
Pag
e25
2 ©
Co
pyr
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t In
grid
Co
rpu
z –
msc
orp
uz.
wee
bly
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m
fold
Pag
e25
3 ©
Co
pyr
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t In
grid
Co
rpu
z –
msc
orp
uz.
wee
bly
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m
greatest common
factor
Pag
e25
4 ©
Co
pyr
igh
t In
grid
Co
rpu
z –
msc
orp
uz.
wee
bly
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m
grid
Pag
e25
5 ©
Co
pyr
igh
t In
grid
Co
rpu
z –
msc
orp
uz.
wee
bly
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m
how many more
Pag
e25
6 ©
Co
pyr
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t In
grid
Co
rpu
z –
msc
orp
uz.
wee
bly
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m
hundred million
Pag
e25
7 ©
Co
pyr
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t In
grid
Co
rpu
z –
msc
orp
uz.
wee
bly
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m
hundred thousand
Pag
e25
8 ©
Co
pyr
igh
t In
grid
Co
rpu
z –
msc
orp
uz.
wee
bly
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m
hundredths
Pag
e25
9 ©
Co
pyr
igh
t In
grid
Co
rpu
z –
msc
orp
uz.
wee
bly
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m
inside
Pag
e26
0 ©
Co
pyr
igh
t In
grid
Co
rpu
z –
msc
orp
uz.
wee
bly
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m
inverse operation
Pag
e26
1 ©
Co
pyr
igh
t In
grid
Co
rpu
z –
msc
orp
uz.
wee
bly
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m
kite
Pag
e26
2 ©
Co
pyr
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t In
grid
Co
rpu
z –
msc
orp
uz.
wee
bly
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m
larger
Pag
e26
3 ©
Co
pyr
igh
t In
grid
Co
rpu
z –
msc
orp
uz.
wee
bly
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m
less likely
Pag
e26
4 ©
Co
pyr
igh
t In
grid
Co
rpu
z –
msc
orp
uz.
wee
bly
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m
lowest common
denominator
Pag
e26
5 ©
Co
pyr
igh
t In
grid
Co
rpu
z –
msc
orp
uz.
wee
bly
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m
magic square
Pag
e26
6 ©
Co
pyr
igh
t In
grid
Co
rpu
z –
msc
orp
uz.
wee
bly
.co
m
mass
Pag
e26
7 ©
Co
pyr
igh
t In
grid
Co
rpu
z –
msc
orp
uz.
wee
bly
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m
mathematical statement
Pag
e26
8 ©
Co
pyr
igh
t In
grid
Co
rpu
z –
msc
orp
uz.
wee
bly
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m
maximum
Pag
e26
9 ©
Co
pyr
igh
t In
grid
Co
rpu
z –
msc
orp
uz.
wee
bly
.co
m
miles per gallon
Pag
e27
0 ©
Co
pyr
igh
t In
grid
Co
rpu
z –
msc
orp
uz.
wee
bly
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m
milligram
Pag
e27
1 ©
Co
pyr
igh
t In
grid
Co
rpu
z –
msc
orp
uz.
wee
bly
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m
millimeter
Pag
e27
2 ©
Co
pyr
igh
t In
grid
Co
rpu
z –
msc
orp
uz.
wee
bly
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m
minimum
Pag
e27
3 ©
Co
pyr
igh
t In
grid
Co
rpu
z –
msc
orp
uz.
wee
bly
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m
mirror image
Pag
e27
4 ©
Co
pyr
igh
t In
grid
Co
rpu
z –
msc
orp
uz.
wee
bly
.co
m
mixed number
Pag
e27
5 ©
Co
pyr
igh
t In
grid
Co
rpu
z –
msc
orp
uz.
wee
bly
.co
m
multiple
Pag
e27
6 ©
Co
pyr
igh
t In
grid
Co
rpu
z –
msc
orp
uz.
wee
bly
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m
negative
Pag
e27
7 ©
Co
pyr
igh
t In
grid
Co
rpu
z –
msc
orp
uz.
wee
bly
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m
north
Pag
e27
8 ©
Co
pyr
igh
t In
grid
Co
rpu
z –
msc
orp
uz.
wee
bly
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m
number cube
Pag
e27
9 ©
Co
pyr
igh
t In
grid
Co
rpu
z –
msc
orp
uz.
wee
bly
.co
m
obtuse angle
Pag
e28
0 ©
Co
pyr
igh
t In
grid
Co
rpu
z –
msc
orp
uz.
wee
bly
.co
m
octagon
Pag
e28
1 ©
Co
pyr
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t In
grid
Co
rpu
z –
msc
orp
uz.
wee
bly
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m
ordered pair
Pag
e28
2 ©
Co
pyr
igh
t In
grid
Co
rpu
z –
msc
orp
uz.
wee
bly
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m
origin
Pag
e28
3 ©
Co
pyr
igh
t In
grid
Co
rpu
z –
msc
orp
uz.
wee
bly
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m
oval
Pag
e28
4 ©
Co
pyr
igh
t In
grid
Co
rpu
z –
msc
orp
uz.
wee
bly
.co
m
pentagon
Pag
e28
5 ©
Co
pyr
igh
t In
grid
Co
rpu
z –
msc
orp
uz.
wee
bly
.co
m
plane
Pag
e28
6 ©
Co
pyr
igh
t In
grid
Co
rpu
z –
msc
orp
uz.
wee
bly
.co
m
positive
Pag
e28
7 ©
Co
pyr
igh
t In
grid
Co
rpu
z –
msc
orp
uz.
wee
bly
.co
m
probability
Pag
e28
8 ©
Co
pyr
igh
t In
grid
Co
rpu
z –
msc
orp
uz.
wee
bly
.co
m
proportion
Pag
e28
9 ©
Co
pyr
igh
t In
grid
Co
rpu
z –
msc
orp
uz.
wee
bly
.co
m
quadrilateral
Pag
e29
0 ©
Co
pyr
igh
t In
grid
Co
rpu
z –
msc
orp
uz.
wee
bly
.co
m
random
Pag
e29
1 ©
Co
pyr
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t In
grid
Co
rpu
z –
msc
orp
uz.
wee
bly
.co
m
rectangular
Pag
e29
2 ©
Co
pyr
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t In
grid
Co
rpu
z –
msc
orp
uz.
wee
bly
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m
rectangular box
Pag
e29
3 ©
Co
pyr
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t In
grid
Co
rpu
z –
msc
orp
uz.
wee
bly
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m
regroup
Pag
e29
4 ©
Co
pyr
igh
t In
grid
Co
rpu
z –
msc
orp
uz.
wee
bly
.co
m
regular polygon
Pag
e29
5 ©
Co
pyr
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t In
grid
Co
rpu
z –
msc
orp
uz.
wee
bly
.co
m
rename
Pag
e29
6 ©
Co
pyr
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t In
grid
Co
rpu
z –
msc
orp
uz.
wee
bly
.co
m
rhombus
Pag
e29
7 ©
Co
pyr
igh
t In
grid
Co
rpu
z –
msc
orp
uz.
wee
bly
.co
m
rule
Pag
e29
8 ©
Co
pyr
igh
t In
grid
Co
rpu
z –
msc
orp
uz.
wee
bly
.co
m
ruler
Pag
e29
9 ©
Co
pyr
igh
t In
grid
Co
rpu
z –
msc
orp
uz.
wee
bly
.co
m
sequence
Pag
e30
0 ©
Co
pyr
igh
t In
grid
Co
rpu
z –
msc
orp
uz.
wee
bly
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m
skew
Pag
e30
1 ©
Co
pyr
igh
t In
grid
Co
rpu
z –
msc
orp
uz.
wee
bly
.co
m
speed
Pag
e30
2 ©
Co
pyr
igh
t In
grid
Co
rpu
z –
msc
orp
uz.
wee
bly
.co
m
square number
Pag
e30
3 ©
Co
pyr
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t In
grid
Co
rpu
z –
msc
orp
uz.
wee
bly
.co
m
standard numeral
Pag
e30
4 ©
Co
pyr
igh
t In
grid
Co
rpu
z –
msc
orp
uz.
wee
bly
.co
m
statement
Pag
e30
5 ©
Co
pyr
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t In
grid
Co
rpu
z –
msc
orp
uz.
wee
bly
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m
straight
Pag
e30
6 ©
Co
pyr
igh
t In
grid
Co
rpu
z –
msc
orp
uz.
wee
bly
.co
m
symmetrical
Pag
e30
7 ©
Co
pyr
igh
t In
grid
Co
rpu
z –
msc
orp
uz.
wee
bly
.co
m
ten thousands
Pag
e30
8 ©
Co
pyr
igh
t In
grid
Co
rpu
z –
msc
orp
uz.
wee
bly
.co
m
times
Pag
e30
9 ©
Co
pyr
igh
t In
grid
Co
rpu
z –
msc
orp
uz.
wee
bly
.co
m
trapezoid
Pag
e31
0 ©
Co
pyr
igh
t In
grid
Co
rpu
z –
msc
orp
uz.
wee
bly
.co
m
triple
Pag
e31
1 ©
Co
pyr
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t In
grid
Co
rpu
z –
msc
orp
uz.
wee
bly
.co
m
twist
Pag
e31
2 ©
Co
pyr
igh
t In
grid
Co
rpu
z –
msc
orp
uz.
wee
bly
.co
m
volume
Pag
e31
3 ©
Co
pyr
igh
t In
grid
Co
rpu
z –
msc
orp
uz.
wee
bly
.co
m
week
Pag
e31
4 ©
Co
pyr
igh
t In
grid
Co
rpu
z –
msc
orp
uz.
wee
bly
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m
when
Pag
e31
5 ©
Co
pyr
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t In
grid
Co
rpu
z –
msc
orp
uz.
wee
bly
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m
wide
Pag
e31
6 ©
Co
pyr
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t In
grid
Co
rpu
z –
msc
orp
uz.
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bly
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m
DesCartes Math Vocabulary
RIT 211-220
Pag
e31
7 ©
Co
pyr
igh
t In
grid
Co
rpu
z –
msc
orp
uz.
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bly
.co
m
Above
Pag
e31
8 ©
Co
pyr
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t In
grid
Co
rpu
z –
msc
orp
uz.
wee
bly
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m
century
Pag
e31
9 ©
Co
pyr
igh
t In
grid
Co
rpu
z –
msc
orp
uz.
wee
bly
.co
m
circle graph
Pag
e32
0 ©
Co
pyr
igh
t In
grid
Co
rpu
z –
msc
orp
uz.
wee
bly
.co
m
column
Pag
e32
1 ©
Co
pyr
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t In
grid
Co
rpu
z –
msc
orp
uz.
wee
bly
.co
m
combinations
Pag
e32
2 ©
Co
pyr
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t In
grid
Co
rpu
z –
msc
orp
uz.
wee
bly
.co
m
common multiple
Pag
e32
3 ©
Co
pyr
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t In
grid
Co
rpu
z –
msc
orp
uz.
wee
bly
.co
m
commutative compare
Pag
e32
4 ©
Co
pyr
igh
t In
grid
Co
rpu
z –
msc
orp
uz.
wee
bly
.co
m
congruent angle
Pag
e32
5 ©
Co
pyr
igh
t In
grid
Co
rpu
z –
msc
orp
uz.
wee
bly
.co
m
cord
Pag
e32
6 ©
Co
pyr
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t In
grid
Co
rpu
z –
msc
orp
uz.
wee
bly
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m
date
Pag
e32
7 ©
Co
pyr
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t In
grid
Co
rpu
z –
msc
orp
uz.
wee
bly
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m
decimal
Pag
e32
8 ©
Co
pyr
igh
t In
grid
Co
rpu
z –
msc
orp
uz.
wee
bly
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m
decimal form
Pag
e32
9 ©
Co
pyr
igh
t In
grid
Co
rpu
z –
msc
orp
uz.
wee
bly
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m
decimal point
Pag
e33
0 ©
Co
pyr
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t In
grid
Co
rpu
z –
msc
orp
uz.
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bly
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m
diameter
Pag
e33
1 ©
Co
pyr
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t In
grid
Co
rpu
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msc
orp
uz.
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bly
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m
dice
Pag
e33
2 ©
Co
pyr
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t In
grid
Co
rpu
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msc
orp
uz.
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bly
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m
dilation
Pag
e33
3 ©
Co
pyr
igh
t In
grid
Co
rpu
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msc
orp
uz.
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bly
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m
evaluate
Pag
e33
4 ©
Co
pyr
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t In
grid
Co
rpu
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msc
orp
uz.
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bly
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m
factor tree
Pag
e33
5 ©
Co
pyr
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t In
grid
Co
rpu
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msc
orp
uz.
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bly
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m
fitted line
Pag
e33
6 ©
Co
pyr
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t In
grid
Co
rpu
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msc
orp
uz.
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bly
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m
formula
Pag
e33
7 ©
Co
pyr
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t In
grid
Co
rpu
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msc
orp
uz.
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bly
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m
function
Pag
e33
8 ©
Co
pyr
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t In
grid
Co
rpu
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msc
orp
uz.
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bly
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m
geometric solid
Pag
e33
9 ©
Co
pyr
igh
t In
grid
Co
rpu
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msc
orp
uz.
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bly
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m
heads
Pag
e34
0 ©
Co
pyr
igh
t In
grid
Co
rpu
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msc
orp
uz.
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bly
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m
hectometer
Pag
e34
1 ©
Co
pyr
igh
t In
grid
Co
rpu
z –
msc
orp
uz.
wee
bly
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m
high
Pag
e34
2 ©
Co
pyr
igh
t In
grid
Co
rpu
z –
msc
orp
uz.
wee
bly
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m
how many
Pag
e34
3 ©
Co
pyr
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t In
grid
Co
rpu
z –
msc
orp
uz.
wee
bly
.co
m
hundred thousands
Pag
e34
4 ©
Co
pyr
igh
t In
grid
Co
rpu
z –
msc
orp
uz.
wee
bly
.co
m
increase
Pag
e34
5 ©
Co
pyr
igh
t In
grid
Co
rpu
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msc
orp
uz.
wee
bly
.co
m
integer
Pag
e34
6 ©
Co
pyr
igh
t In
grid
Co
rpu
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msc
orp
uz.
wee
bly
.co
m
least common denominator
Pag
e34
7 ©
Co
pyr
igh
t In
grid
Co
rpu
z –
msc
orp
uz.
wee
bly
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m
likelihood
Pag
e34
8 ©
Co
pyr
igh
t In
grid
Co
rpu
z –
msc
orp
uz.
wee
bly
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m
line of best fit
Pag
e34
9 ©
Co
pyr
igh
t In
grid
Co
rpu
z –
msc
orp
uz.
wee
bly
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m
line plot
Pag
e35
0 ©
Co
pyr
igh
t In
grid
Co
rpu
z –
msc
orp
uz.
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bly
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m
lowest terms
Pag
e35
1 ©
Co
pyr
igh
t In
grid
Co
rpu
z –
msc
orp
uz.
wee
bly
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m
mean
Pag
e35
2 ©
Co
pyr
igh
t In
grid
Co
rpu
z –
msc
orp
uz.
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bly
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m
micrometer
Pag
e35
3 ©
Co
pyr
igh
t In
grid
Co
rpu
z –
msc
orp
uz.
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bly
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m
mileage table
Pag
e35
4 ©
Co
pyr
igh
t In
grid
Co
rpu
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msc
orp
uz.
wee
bly
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m
month
Pag
e35
5 ©
Co
pyr
igh
t In
grid
Co
rpu
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msc
orp
uz.
wee
bly
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odd
Pag
e35
6 ©
Co
pyr
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t In
grid
Co
rpu
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msc
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Pag
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perpendicular
line
Pag
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8 ©
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place value
Pag
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Pag
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0 ©
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Pag
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property
Pag
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Pag
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prove
Pag
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4 ©
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quintillion
Pag
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Pag
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Pag
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reduce
Pag
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reflection
Pag
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region
Pag
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Pag
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1 ©
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Roman numeral
Pag
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simplify
Pag
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Pag
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square centimeter
Pag
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Pag
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Pag
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Pag
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systematic list
Pag
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Pag
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three-dimensional
Pag
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Pag
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translation
Pag
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triangular prism
Pag
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5 ©
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trillion
Pag
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Pag
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Pag
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Pag
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west
Pag
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0 ©
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DesCartes Math Vocabulary
RIT 221-230
Pag
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1 ©
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5-frame
Pag
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Pag
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value
Pag
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4 ©
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algebra
Pag
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algebraic equation
Pag
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annual
Pag
e39
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associative
Pag
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Pag
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box-and-whisker plot
Pag
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0 ©
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center
Pag
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1 ©
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coin
Pag
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2 ©
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common denominator
Pag
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common factor
Pag
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4 ©
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compute
Pag
e40
5 ©
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constant
Pag
e40
6 ©
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coordinate
Pag
e40
7 ©
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cubic centimeter
Pag
e40
8 ©
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cubic feet
Pag
e40
9 ©
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cubic meter
Pag
e41
0 ©
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cubic millimeter
Pag
e41
1 ©
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cubic yard
Pag
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2 ©
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dimension
Pag
e41
3 ©
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distributive
Pag
e41
4 ©
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edge
Pag
e41
5 ©
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enlargement
Pag
e41
6 ©
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equilateral
Pag
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7 ©
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experimental probability
Pag
e41
8 ©
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expression
Pag
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fastest
Pag
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0 ©
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frequency table
Pag
e42
1 ©
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heaviest
Pag
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2 ©
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inequality
Pag
e42
3 ©
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interest
Pag
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4 ©
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isosceles triangle
Pag
e42
5 ©
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lightest
Pag
e42
6 ©
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longer mathematical
sentence
Pag
e42
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median
Pag
e42
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middle
Pag
e42
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midpoint
Pag
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0 ©
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mode
Pag
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1 ©
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net
Pag
e43
2 ©
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ninth
Pag
e43
3 ©
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obtuse triangle
Pag
e43
4 ©
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outcome
Pag
e43
5 ©
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partial product
Pag
e43
6 ©
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pi
Pag
e43
7 ©
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positive linear
relationship
Pag
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8 ©
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predict
Pag
e43
9 ©
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prime factorization
Pag
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0 ©
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quadrant
Pag
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1 ©
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real number
Pag
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2 ©
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rectangular shape
Pag
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3 ©
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reflexive
Pag
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scalene triangle
Pag
e44
5 ©
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scatter plot
Pag
e44
6 ©
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shorter
Pag
e44
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square meter
Pag
e44
8 ©
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standard form
Pag
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stem and leaf plot
Pag
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0 ©
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substitution
Pag
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1 ©
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survey
Pag
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ten million
Pag
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3 ©
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the thousandth
Pag
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theoretical probability
Pag
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thousandths
Pag
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transitive
Pag
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twice
Pag
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8 ©
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DesCartes Math Vocabulary
RIT 231-240
Pag
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9 ©
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acute triangle
Pag
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0 ©
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algebraic sentence
Pag
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1 ©
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arc
Pag
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2 ©
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arithmetic progression
Pag
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3 ©
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borrow
Pag
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4 ©
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Pag
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congruent side
Pag
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6 ©
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convert
Pag
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corresponding angle
Pag
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corresponding side
Pag
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cross-section area
Pag
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0 ©
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Pag
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1 ©
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cubic inch
Pag
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data point
Pag
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discount
Pag
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4 ©
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msc
orp
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bly
.co
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ellipse
Pag
e47
5 ©
Co
pyr
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t In
grid
Co
rpu
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msc
orp
uz.
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bly
.co
m
equality
Pag
e47
6 ©
Co
pyr
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t In
grid
Co
rpu
z –
msc
orp
uz.
wee
bly
.co
m
expanded notation
Pag
e47
7 ©
Co
pyr
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t In
grid
Co
rpu
z –
msc
orp
uz.
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bly
.co
m
exponent
Pag
e47
8 ©
Co
pyr
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t In
grid
Co
rpu
z –
msc
orp
uz.
wee
bly
.co
m
frequency
Pag
e47
9 ©
Co
pyr
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t In
grid
Co
rpu
z –
msc
orp
uz.
wee
bly
.co
m
half hour
Pag
e48
0 ©
Co
pyr
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t In
grid
Co
rpu
z –
msc
orp
uz.
wee
bly
.co
m
horizontal
Pag
e48
1 ©
Co
pyr
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t In
grid
Co
rpu
z –
msc
orp
uz.
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bly
.co
m
how long
Pag
e48
2 ©
Co
pyr
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t In
grid
Co
rpu
z –
msc
orp
uz.
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bly
.co
m
how much time
Pag
e48
3 ©
Co
pyr
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t In
grid
Co
rpu
z –
msc
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uz.
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bly
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m
incline
Pag
e48
4 ©
Co
pyr
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t In
grid
Co
rpu
z –
msc
orp
uz.
wee
bly
.co
m
interior angle
Pag
e48
5 ©
Co
pyr
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t In
grid
Co
rpu
z –
msc
orp
uz.
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bly
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m
interval
Pag
e48
6 ©
Co
pyr
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t In
grid
Co
rpu
z –
msc
orp
uz.
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bly
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m
kilowatt
Pag
e48
7 ©
Co
pyr
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t In
grid
Co
rpu
z –
msc
orp
uz.
wee
bly
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m
long
Pag
e48
8 ©
Co
pyr
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t In
grid
Co
rpu
z –
msc
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uz.
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bly
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m
lower quartile
Pag
e48
9 ©
Co
pyr
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t In
grid
Co
rpu
z –
msc
orp
uz.
wee
bly
.co
m
magnitude
Pag
e49
0 ©
Co
pyr
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t In
grid
Co
rpu
z –
msc
orp
uz.
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bly
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m
matrix
Pag
e49
1 ©
Co
pyr
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t In
grid
Co
rpu
z –
msc
orp
uz.
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bly
.co
m
meters per minute
Pag
e49
2 ©
Co
pyr
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t In
grid
Co
rpu
z –
msc
orp
uz.
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bly
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m
minus
Pag
e49
3 ©
Co
pyr
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t In
grid
Co
rpu
z –
msc
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uz.
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bly
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m
opposite
Pag
e49
4 ©
Co
pyr
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t In
grid
Co
rpu
z –
msc
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uz.
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bly
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m
otlier
Pag
e49
5 ©
Co
pyr
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t In
grid
Co
rpu
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msc
orp
uz.
wee
bly
.co
m
parabola
Pag
e49
6 ©
Co
pyr
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t In
grid
Co
rpu
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msc
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uz.
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bly
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m
percentile
Pag
e49
7 ©
Co
pyr
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t In
grid
Co
rpu
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msc
orp
uz.
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bly
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m
power
Pag
e49
8 ©
Co
pyr
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t In
grid
Co
rpu
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msc
orp
uz.
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bly
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m
quadrupled
Pag
e49
9 ©
Co
pyr
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t In
grid
Co
rpu
z –
msc
orp
uz.
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bly
.co
m
range
Pag
e50
0 ©
Co
pyr
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t In
grid
Co
rpu
z –
msc
orp
uz.
wee
bly
.co
m
right triangle
Pag
e50
1 ©
Co
pyr
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t In
grid
Co
rpu
z –
msc
orp
uz.
wee
bly
.co
m
sample
Pag
e50
2 ©
Co
pyr
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t In
grid
Co
rpu
z –
msc
orp
uz.
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bly
.co
m
scale factor
Pag
e50
3 ©
Co
pyr
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t In
grid
Co
rpu
z –
msc
orp
uz.
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bly
.co
m
scale model
Pag
e50
4 ©
Co
pyr
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t In
grid
Co
rpu
z –
msc
orp
uz.
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bly
.co
m
scientific notation
Pag
e50
5 ©
Co
pyr
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t In
grid
Co
rpu
z –
msc
orp
uz.
wee
bly
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m
scant
Pag
e50
6 ©
Co
pyr
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t In
grid
Co
rpu
z –
msc
orp
uz.
wee
bly
.co
m
short
Pag
e50
7 ©
Co
pyr
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t In
grid
Co
rpu
z –
msc
orp
uz.
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bly
.co
m
slope
Pag
e50
8 ©
Co
pyr
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t In
grid
Co
rpu
z –
msc
orp
uz.
wee
bly
.co
m
solution
Pag
e50
9 ©
Co
pyr
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t In
grid
Co
rpu
z –
msc
orp
uz.
wee
bly
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m
square pyramid
Pag
e51
0 ©
Co
pyr
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t In
grid
Co
rpu
z –
msc
orp
uz.
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bly
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m
square region
Pag
e51
1 ©
Co
pyr
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t In
grid
Co
rpu
z –
msc
orp
uz.
wee
bly
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m
successive
Pag
e51
2 ©
Co
pyr
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t In
grid
Co
rpu
z –
msc
orp
uz.
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bly
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m
system of equations
Pag
e51
3 ©
Co
pyr
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t In
grid
Co
rpu
z –
msc
orp
uz.
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bly
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m
tangent
Pag
e51
4 ©
Co
pyr
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t In
grid
Co
rpu
z –
msc
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uz.
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bly
.co
m
tax
Pag
e51
5 ©
Co
pyr
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t In
grid
Co
rpu
z –
msc
orp
uz.
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bly
.co
m
tenth power
Pag
e51
6 ©
Co
pyr
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t In
grid
Co
rpu
z –
msc
orp
uz.
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bly
.co
m
tenths
Pag
e51
7 ©
Co
pyr
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t In
grid
Co
rpu
z –
msc
orp
uz.
wee
bly
.co
m
term
Pag
e51
8 ©
Co
pyr
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t In
grid
Co
rpu
z –
msc
orp
uz.
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bly
.co
m
tessellation
Pag
e51
9 ©
Co
pyr
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t In
grid
Co
rpu
z –
msc
orp
uz.
wee
bly
.co
m
tripled
Pag
e52
0 ©
Co
pyr
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t In
grid
Co
rpu
z –
msc
orp
uz.
wee
bly
.co
m
upper quartile
Pag
e52
1 ©
Co
pyr
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t In
grid
Co
rpu
z –
msc
orp
uz.
wee
bly
.co
m
vector
Pag
e52
2 ©
Co
pyr
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t In
grid
Co
rpu
z –
msc
orp
uz.
wee
bly
.co
m
vertical
Pag
e52
3 ©
Co
pyr
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t In
grid
Co
rpu
z –
msc
orp
uz.
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bly
.co
m
DesCartes Math Vocabulary
RIT 241-250
Pag
e52
4 ©
Co
pyr
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t In
grid
Co
rpu
z –
msc
orp
uz.
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bly
.co
m
adjacent angle
Pag
e52
5 ©
Co
pyr
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t In
grid
Co
rpu
z –
msc
orp
uz.
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bly
.co
m
algebra tile
Pag
e52
6 ©
Co
pyr
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t In
grid
Co
rpu
z –
msc
orp
uz.
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bly
.co
m
alternate exterior
angle
Pag
e52
7 ©
Co
pyr
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t In
grid
Co
rpu
z –
msc
orp
uz.
wee
bly
.co
m
alternate interior
angle
Pag
e52
8 ©
Co
pyr
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t In
grid
Co
rpu
z –
msc
orp
uz.
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bly
.co
m
angle bisector
Pag
e52
9 ©
Co
pyr
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t In
grid
Co
rpu
z –
msc
orp
uz.
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bly
.co
m
average salary
Pag
e53
0 ©
Co
pyr
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t In
grid
Co
rpu
z –
msc
orp
uz.
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bly
.co
m
commission
Pag
e53
1 ©
Co
pyr
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t In
grid
Co
rpu
z –
msc
orp
uz.
wee
bly
.co
m
complementary angle
Pag
e53
2 ©
Co
pyr
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t In
grid
Co
rpu
z –
msc
orp
uz.
wee
bly
.co
m
conclusion
Pag
e53
3 ©
Co
pyr
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t In
grid
Co
rpu
z –
msc
orp
uz.
wee
bly
.co
m
congruent triangle
Pag
e53
4 ©
Co
pyr
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t In
grid
Co
rpu
z –
msc
orp
uz.
wee
bly
.co
m
construction
Pag
e53
5 ©
Co
pyr
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t In
grid
Co
rpu
z –
msc
orp
uz.
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bly
.co
m
converse
Pag
e53
6 ©
Co
pyr
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t In
grid
Co
rpu
z –
msc
orp
uz.
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bly
.co
m
correlation
Pag
e53
7 ©
Co
pyr
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t In
grid
Co
rpu
z –
msc
orp
uz.
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bly
.co
m
domain
Pag
e53
8 ©
Co
pyr
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t In
grid
Co
rpu
z –
msc
orp
uz.
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bly
.co
m
equation of a line
Pag
e53
9 ©
Co
pyr
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t In
grid
Co
rpu
z –
msc
orp
uz.
wee
bly
.co
m
equiangular triangle
Pag
e54
0 ©
Co
pyr
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t In
grid
Co
rpu
z –
msc
orp
uz.
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bly
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m
equilateral triangle
Pag
e54
1 ©
Co
pyr
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t In
grid
Co
rpu
z –
msc
orp
uz.
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bly
.co
m
function table
Pag
e54
2 ©
Co
pyr
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t In
grid
Co
rpu
z –
msc
orp
uz.
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bly
.co
m
hyperbolic
Pag
e54
3 ©
Co
pyr
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t In
grid
Co
rpu
z –
msc
orp
uz.
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bly
.co
m
hypotenuse
Pag
e54
4 ©
Co
pyr
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t In
grid
Co
rpu
z –
msc
orp
uz.
wee
bly
.co
m
infinite
Pag
e54
5 ©
Co
pyr
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t In
grid
Co
rpu
z –
msc
orp
uz.
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bly
.co
m
interquartile range
Pag
e54
6 ©
Co
pyr
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t In
grid
Co
rpu
z –
msc
orp
uz.
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bly
.co
m
least common multiple
Pag
e54
7 ©
Co
pyr
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t In
grid
Co
rpu
z –
msc
orp
uz.
wee
bly
.co
m
leg
Pag
e54
8 ©
Co
pyr
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t In
grid
Co
rpu
z –
msc
orp
uz.
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bly
.co
m
linear foot
Pag
e54
9 ©
Co
pyr
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t In
grid
Co
rpu
z –
msc
orp
uz.
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bly
.co
m
linear graph
Pag
e55
0 ©
Co
pyr
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t In
grid
Co
rpu
z –
msc
orp
uz.
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bly
.co
m
linear pair
Pag
e55
1 ©
Co
pyr
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t In
grid
Co
rpu
z –
msc
orp
uz.
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bly
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m
number sequence
Pag
e55
2 ©
Co
pyr
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t In
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Co
rpu
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msc
orp
uz.
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bly
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point of intersection
Pag
e55
3 ©
Co
pyr
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t In
grid
Co
rpu
z –
msc
orp
uz.
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bly
.co
m
precise
Pag
e55
4 ©
Co
pyr
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t In
grid
Co
rpu
z –
msc
orp
uz.
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bly
.co
m
prime factor
Pag
e55
5 ©
Co
pyr
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t In
grid
Co
rpu
z –
msc
orp
uz.
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bly
.co
m
pythagorean theorem
Pag
e55
6 ©
Co
pyr
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t In
grid
Co
rpu
z –
msc
orp
uz.
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bly
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m
rectangular area
Pag
e55
7 ©
Co
pyr
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t In
grid
Co
rpu
z –
msc
orp
uz.
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bly
.co
m
regression equation
Pag
e55
8 ©
Co
pyr
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t In
grid
Co
rpu
z –
msc
orp
uz.
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bly
.co
m
semicircle
Pag
e55
9 ©
Co
pyr
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t In
grid
Co
rpu
z –
msc
orp
uz.
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bly
.co
m
series
Pag
e56
0 ©
Co
pyr
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t In
grid
Co
rpu
z –
msc
orp
uz.
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bly
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m
square yard
Pag
e56
1 ©
Co
pyr
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t In
grid
Co
rpu
z –
msc
orp
uz.
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bly
.co
m
squared
Pag
e56
2 ©
Co
pyr
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t In
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Co
rpu
z –
msc
orp
uz.
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bly
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m
sum of measures
Pag
e56
3 ©
Co
pyr
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t In
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Co
rpu
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msc
orp
uz.
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bly
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m
supplementary
Pag
e56
4 ©
Co
pyr
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t In
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Co
rpu
z –
msc
orp
uz.
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bly
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m
surface area
Pag
e56
5 ©
Co
pyr
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t In
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Co
rpu
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msc
orp
uz.
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bly
.co
m
symmetric
Pag
e56
6 ©
Co
pyr
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t In
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Co
rpu
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msc
orp
uz.
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bly
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m
times table
Pag
e56
7 ©
Co
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t In
grid
Co
rpu
z –
msc
orp
uz.
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m
valid
Pag
e56
8 ©
Co
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t In
grid
Co
rpu
z –
msc
orp
uz.
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bly
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m
velocity
Pag
e56
9 ©
Co
pyr
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t In
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Co
rpu
z –
msc
orp
uz.
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bly
.co
m
whole
Pag
e57
0 ©
Co
pyr
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t In
grid
Co
rpu
z –
msc
orp
uz.
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bly
.co
m
wider
Pag
e57
1 ©
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t In
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Co
rpu
z –
msc
orp
uz.
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bly
.co
m
x-axis
Pag
e57
2 ©
Co
pyr
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t In
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Co
rpu
z –
msc
orp
uz.
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bly
.co
m
y-axis
Pag
e57
3 ©
Co
pyr
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t In
grid
Co
rpu
z –
msc
orp
uz.
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bly
.co
m
DesCartes Math Vocabulary
RIT 251-260
Pag
e57
4 ©
Co
pyr
igh
t In
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Co
rpu
z –
msc
orp
uz.
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.co
m
central angle
Pag
e57
5 ©
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pyr
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t In
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Co
rpu
z –
msc
orp
uz.
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m
coordinate plane
Pag
e57
6 ©
Co
pyr
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t In
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Co
rpu
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orp
uz.
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.co
m
exterior angle
Pag
e57
7 ©
Co
pyr
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t In
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Co
rpu
z –
msc
orp
uz.
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bly
.co
m
feet per second
Pag
e57
8 ©
Co
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t In
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Co
rpu
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orp
uz.
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.co
m
heptagon
Pag
e57
9 ©
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t In
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Co
rpu
z –
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orp
uz.
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.co
m
hexagon
Pag
e58
0 ©
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t In
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Co
rpu
z –
msc
orp
uz.
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bly
.co
m
how much
Pag
e58
1 ©
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pyr
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Co
rpu
z –
msc
orp
uz.
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bly
.co
m
inscribe
Pag
e58
2 ©
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z –
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orp
uz.
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.co
m
polynomial
Pag
e58
3 ©
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z –
msc
orp
uz.
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.co
m
quartile
Pag
e58
4 ©
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t In
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Co
rpu
z –
msc
orp
uz.
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.co
m
regular hexagon
Pag
e58
5 ©
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Co
rpu
z –
msc
orp
uz.
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m
representative
sample
Pag
e58
6 ©
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orp
uz.
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m
right cylinder
Pag
e58
7 ©
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t In
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Co
rpu
z –
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orp
uz.
wee
bly
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m
right pyramid
Pag
e58
8 ©
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t In
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Co
rpu
z –
msc
orp
uz.
wee
bly
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m
slant height
Pag
e58
9 ©
Co
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Co
rpu
z –
msc
orp
uz.
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bly
.co
m
slope-intercept
form
Pag
e59
0 ©
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Co
rpu
z –
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orp
uz.
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m
solution set
Pag
e59
1 ©
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Co
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orp
uz.
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m
square kilometer
Pag
e59
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