Order of Operation

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Order of Operation There is an order to follow when answering problems with two or more operations. The order is called PEMDAS (Parenthesis, Exponent, Multiplication, Division, Addition, Subtraction) o The key in answering operations is to be organize. Tackle each step one at a time to avoid confusion. Example 10 × 5+( 5 × 2) 2 ÷ 5 10 × 5+( 10 ) 2 ÷ 5 10 × 5+100 ÷ 5 50 +100 ÷ 5 50 +20 20 +12 ( 2 3 + 62 × 1) ÷ 6 20 +12( 8+ 62 × 1) ÷ 6 20 +12 ( 8+ 62 ) ÷ 6 20 +12( 142 ) ÷ 6 20 +12 ( 12) ÷ 6 First is to answer the operation in the Second is to tackle the number with Third is to follow the right order. Multiply first then divide then add and lastly subtract. The final answer is Note that first thing you need to solve is in parenthesis. Once solving the operation in the parenthesis, be aware that it also

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Transcript of Order of Operation

Page 1: Order of Operation

Order of Operation

There is an order to follow when answering problems with two or more operations. The order is called PEMDAS (Parenthesis, Exponent, Multiplication, Division, Addition, Subtraction)

o The key in answering operations is to be organize. Tackle each step one at a time to avoid confusion.

Example10×5+(5×2)2÷5

10×5+(10)2÷5

10×5+100÷5

50+100÷5

50+20

20+12−(23+6−2×1 )÷6

20+12−(8+6−2×1 )÷6

20+12−(8+6−2 )÷6

20+12−(14−2 )÷6

20+12−(12 )÷6

20+12−2

32-2

30

First is to answer the operation in the parentheses which is 5x2.

Second is to tackle the number with exponents which is 102

Third is to follow the right order. Multiply first then divide then add and

lastly subtract.

The final answer is 70

Note that first thing you need to solve is in parenthesis. Once solving the operation in the parenthesis, be aware that it also needs to be

solve in order or EMDAS

Page 2: Order of Operation