Adding and Subtracting Like Terms
Multiplying Terms
Dividing Terms
Expanding and Factorising
Index Laws
100

a + 2a 

3a

100

6a x a 

6a2

100

10a / 5a

2

100

Expand the brackets

3(2 + a)

6+3a

100

What is 60

1

200

3a + a + b

4a + b

200

10b x 5b

50b2

200

30b2/3b

10b

200

Factorise the following 

2a + 8

2(a +4)

200

(k2)3

k6

300

r + 10r - r +r 

11r

300

10c x 10cd x d

100c2d2

300

50g10 / 50g

g9

300

Expand the brackets 

2a (3a - 8)

6a2-16a

300

20x 62

62 or 36

400

s + 100s - s + 25

100s + 25

400

2e x e x e x e x 3e

6e5

400

75h20i10/ 25hi

5h19i9

400

Factorise the following 

24a2+16a

8a (3a + 2)

400
6x 6 x 62

611

500

a + 50a + b + c + 2c - b +4b

51a + 4b + 3c 

500

6f x f x 3g x g2

18f2g3

500

100j9kl3/10jkl

10j8l2

500

Expand the brackets 

4a (ab - 3cd)

4a2b - 12acd

500

Expand the following term 

6a3b2cd

6 x a x a x a x b x b x c x d