Multiplying
Dividing
Brackets
Power of zero
Negative
100

10x 107 =

1010

100

420 ÷ 4=

416

100

(22)2 = 

2or 16

100

70 =

1

100

write using positive index 

8-3

1/83

200

hx h6

h14

200

a12 ÷ a2 =

a10

200

(k5)5=

k25

200

(-e)0 =

1

200

write using positive index 

x-5

1/x5

300

3n2 x 4n =

12n3

300

10d15 ÷ 5d3 =

2d5

300

(10g)4 =

104g4

300

-e0 =

-1

300

write using positive index 

5m-3n-6

5/m3n6

400

3v4w2 x 2v3w5 = 

6v7w7

400

20mn÷ 4m5n=

5m4n2

400

(ab2)4 =

a4b8

400

g0h =

h

400

write using positive index 

-4p-9q5r-4

-4q5/p9r4

500

5x3y2 x 3xy = 

15x4y3

500

30k16o11 ÷ 3o5k15 =

10ko6

500

(2p4q2r3)5 =

25p20q10r15

500

(gh)+2b0 =

3

500

write using positive index 

(3/5a-2)

3a2/5 or 3/5/a2

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