PEMDAS without Exponents
PEMDAS with Exponents
Combining Like Terms
Substitution
Adding and Subtracting Negatives
100

What Does PEMDAS stand for?

Parenthesis 

Exponents 

Multiplication (or)

Division

Addition (or)

Subtraction

100

2(3-1)3+1

17


100

    3x+5+12x-2

15x+3

100

If x=2 and y=4 what is 2x-6y?

-20
100

-5-9

-14


200

[(3-2)(4-(-5))]+1

10

200

4+2(3x2)2


76

200

    2x2+7+x2+5x+3

3x2+5x+10

200
If x=8 and y=9 what is 5x+10y-3

127

200

12+(-3)-(-5)

14

300

2[(3-5)+4]-8

-4


300

(1-(-2))3+(-3)(2)

21


300

2(2x+5y)+7+9x+1+2

13x+10y+10


300

If x=3 and y=1 what is 2x+3y2?

9

300

-6-(-2)+4

0

400

6[(10x20)]-30

1170


400

1-(2-4)3(4-(-1))2

201


400

x+x+x+3x3-2x2+6x3+3

9x3-2x2+3x+3

400

If x=3 and y=2 and z=1 what is 2(x-y)2-6(z)

-4

400

-10+3+9-(-6)-100

-92
500

10-5(x-2)+3(2x+4)

x+32


500

10-[(-2-(-5))2(-3-(-6))3]

-233

500

3x+2(5y-3x)+(-7y)+13xy

-3x+13xy+3y


500
If x=3 y=-2 and z=-5, what is (-5+x)3+(-y+1)(5+z)
-8
500

19-79+(-15)-30

-105

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