Index Laws
Expanding
Factorising
Solving Equations
Integers
100

y3× y2 

y5

100

3(x+4)

3x+12

100

6x+12

6(x+2)
100

x+7=15

x=8

100

−5+8

3

200

(f4)5

f20

200

5(x−2)

5x-10

200

8x+20

4(2x+5)

200

3x=21

x = 7

200

−13−6

-19

300

m4×m3÷m2

m5

300

2x(3x+5)

6x2+10x

300

12x−18

6(2x-3)

300

2x+5=17

x = 6

300

(-4) x (6)

-24

400

h6÷ h6 

1

400

4(2x−3)+5

8x-7

400

15x2+25x

5x(3x+5)

400

5x−7 = 2x+8

x = 5

400

(6+5) x 9 

99

500

(d4w2)3÷ d5w3

d5w3

500

3(2x−5)−2(x+4)

4x-23
500

18x−30+6x

6(3x-5+x)

500

3(x+2)=2x+14

x = 8

500

(23+7-18) ÷ -2 x -3

-4.5

M
e
n
u