Power rule
Quotient rule
Negative exponents
Product rule
Adding and subtracting monomials
100

(Xa)b

(Xab)

100

Xa/xb

Xa-b

100

X-a=

1/xa

100

xa•xb=

Xa+b

100

6w2+11w2

17w2

200

(84)3

812

200

27x5/42x

9x4/14x

200

-5x-2

-5/x2

200

H2•h6

h8

200

9x2y-10x2y

1x2y

300

(4r3  s7)3

(43r9  s21)

300

126/-69

-2-3

300

 8k-6

8/k6

300

-2m6 • 3m9

-6m15

300

-2x13y6- 8x13y6

-10x13y6

400

(-2m5)2•m3

4m13

400

400m6/20m4

20m2

400

(4r2)-5

-1024r-10

-1024/r10

400

8m6n7 • 4mn4 + 5m9n2

37m16n13

400

12xyz+14x-8xy+1xyz-2x

13xyz+12x-8xy

500

(72w3)8  (2w2)2

(1418w28)

500

-18a8/2a3 • 5a2

9a• 5a2

-45a7

​​​
500

-30y6r-5/5y6r2

-6y/r7

500

(-2m5)2•(7a3b)

-14a5b2










500

The rule for adding and subtracting monomials

What is do not change common variables and exponents

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