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Expanding Brackets
Factorising Brackets
Index Laws
Equations
100

Simplify: 7a - 2a + 4

5a + 4

100

Expand: 5(2a - 3)

10a - 15

100

Factorise: 12a - 18

 6(2a - 3)

100

Simplify: a⁷ ÷ a³

a⁴

100

Solve: 3a = 21

a = 7

200

Simplify: 9m - 3 + 2m + 7

11m + 4

200

Expand: -2(m + 7)

-2m - 14

200

Factorise: 15m + 20

5(3m + 4)

200

Simplify: (m²)³

m⁶

200

Solve: 2m - 4 = 18

m = 11

300

Simplify: 5p + 3 - 2p + 8 - p

2p + 11

300

Expand: 4(3x - 2) + x

13x - 8

300

Factorise: 6x - 24

6(x - 4)

300

Simplify: p⁰

 1

300

Solve: 5p + 7 = 32

p = 5

400

Simplify: 12x - 4y + 3x + 7y - 5x

10x + 3y

400

Expand: -3(2p - 5) + 4p

-2p + 15

400

Factorise: -8p + 12

4(-2p + 3)

400

Simplify: (2x³)(5x²)

10x⁵

400

Solve: 7x - 12 = 30

x = 6

500

Simplify:

(a3b2)(a2b4)

a⁵b⁶

500

Solve: 3x+5=2x+17

x = 12

500

Factorise: 18y−30

6(3y - 5)

500

Simplify: (m4)÷ m3

m5

500

Solve: (x-2)/4 = 5

x = 22