Simplifying
Expanding
Factorising
Linear Equations
Linear Equations 2
100

a3 x a2

a5

100

2(a+2)

2a+4

100

Highest common factor of 6a & 12a

6a

100

a-4=6

a=10

100

3a = 21

a = 7

200

ab x 2ab2

a2b3

200

a(a+b)

a2+ab

200

Factorise 3a2+9

3(a2+3)

200

a/4=32

a=8

200

3a - 4 = 5

a = 3

300

3ab4 x 2ab2

6a2b6

300

-3a(3a-2)

-9a2+6a

300
Factorise 3ab+4b

b(3a+4)

300

2a-5=9

a=7

300

24 = 4 + 4a

a = 5

400

(3a4b)2

9a8b2

400

3a(2+a-4b)

6a+3a2-12ab

400

Factorise a6+a3

a3(a3+1)

400

3a+1=2a+2

a=1

400

5a + 1 = a +2

a = 1/4 or 0.25

500

(-3a-3)2

9a-6

500

2a(2a+b) +a2(b-9)

-5a2+2ab+a2b

500

Factorise 16a2b3+24a2b6c

8a2b3(2+3b3c)

500

6a + 3 = 2a - 5

a = -2

500

3a+ 4 = 40 - 3a

a = 6