TAKES MATH OBJECTIVE 6 VOCAB
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TAKES MATH TAKES MATH OBJECTIVE 6 OBJECTIVE 6
VOCABVOCAB
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CONGRUENTCONGRUENT
Vertical angles are Vertical angles are always ____.always ____.
1
2
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SUPPLEMENTARYSUPPLEMENTARY
Two angles whose sum is Two angles whose sum is 180180 . .
EB
A
C
D
F
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COMPEMENTARYCOMPEMENTARY
Two angles whose sum is Two angles whose sum is 9090 . .
Allow students to draw the angle pair with values.
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180180
The sum of the interior The sum of the interior angles of a triangle. angles of a triangle.
2
1 3
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360360The sum of the exterior angles (one The sum of the exterior angles (one
at each vertex) of ANY convex at each vertex) of ANY convex
polygon. polygon.
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SIMILARSIMILAR
Polygons whose shape is the same Polygons whose shape is the same
but size may be different are ___.but size may be different are ___.
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CONGRUENTCONGRUENT
Polygons whose shape and size Polygons whose shape and size
are the same are ___. are the same are ___.
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SIMILARSIMILARPolygons whose corresponding Polygons whose corresponding
angles are congruent and sides are angles are congruent and sides are proportional are ___.proportional are ___.
Allow students to show graphic representation and write the proportion too.
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CORRESPONDINGCORRESPONDING
Another word for Another word for "matching". "matching".
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PROPORTIONALPROPORTIONAL
The lengths of corresponding sides The lengths of corresponding sides
of similar triangles are ___. of similar triangles are ___.
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TANGENTTANGENTA line that intersects a circle at only A line that intersects a circle at only
one point is a(n) ___ to a circle. one point is a(n) ___ to a circle.
.
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A tangent to a circle A tangent to a circle always forms always forms
a(n) ___ with the radius a(n) ___ with the radius of the circle.of the circle.
RIGHT ANGLERIGHT ANGLE
.
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Part of the Part of the circumference is circumference is called a(n) ___.called a(n) ___.
ARCARC
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The segment formed by The segment formed by joining the midpoints joining the midpoints
of two sides of a of two sides of a triangle are ___.triangle are ___.
PARALLELPARALLEL
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TESSELLATIONTESSELLATION
A repeating pattern of figures that A repeating pattern of figures that completely fills a plane with no completely fills a plane with no
gaps is a(n) ___. gaps is a(n) ___.
Allow students to demonstrate using the equilateral triangle above.
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FRACTALFRACTAL
A self similar figure is A self similar figure is a(n) ___.a(n) ___.
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Pythagorean Pythagorean tripletriple
Three whole numbers that satisfy Three whole numbers that satisfy
the Pythagorean Theorem. the Pythagorean Theorem.
3, 4, & 55, 12, & 13
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Pythagorean Pythagorean theoremtheorem
2 2 2a b c
Allow students to name the two triangles for which this can be applied.
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The sidesThe sides“1" ,“2" and "“1" ,“2" and "3" - a 3" - a
special right trianglespecial right triangle
3030-60-60-90-90 triangletriangle
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““one" "one" "square one" "one" "square root of two" - a root of two" - a
special right trianglespecial right triangle
4545-45-45-90-90
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Hypot-"two"-nuse Hypot-"two"-nuse
A corny way to remember where A corny way to remember where
the "2" goes for special rightthe "2" goes for special right
triangles.triangles.
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Hypotenuse Hypotenuse
The longest side of a right The longest side of a right triangle is called the ___. triangle is called the ___.
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legslegs
The sides of a right triangle that The sides of a right triangle that
make up the right angle are make up the right angle are
called ___s. called ___s.
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30 degree30 degree
On the 30On the 30-60-60-90-90 triangle the triangle the
shortest leg is across from the shortest leg is across from the ___ angle.___ angle.
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90 degree90 degreeOn the 30On the 30-60-60-90-90 triangle the triangle the
hypotenuse is across from thehypotenuse is across from the
___ angle.___ angle.
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The sameThe sameOn the 45On the 45-45-45-90-90 triangle the legs triangle the legs
are ___ length.are ___ length.
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translationtranslationThe geometric word for The geometric word for
slide.slide.
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ReflectionReflection
The geometric word for The geometric word for flip. flip.
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Each point of the Each point of the image moves the image moves the
same distance same distance and direction.and direction.
TranslationTranslation
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Each point is the same Each point is the same distance from a line distance from a line
separating the original separating the original from its image.from its image.
reflectionreflection
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Each point is moved the Each point is moved the same number of same number of
degrees in a circle degrees in a circle around a point.around a point.
RotationRotation
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To find the area To find the area of a border...of a border...
Subtract the area of the Subtract the area of the inside from the area of the inside from the area of the
outside.outside.
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PerimeterPerimeter
The length around an The length around an object.object.
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AreaAreaThe space inside The space inside
an object. an object.