Factorising
Rearranging formulas
Linear equations
Simultaneous equations
Quadratics
100

x2+x-30

(x-5)(x+6)

100

m=5x2

x=√m/5

100

12=20+2x

x=-4

100

2x+2y=16

x-3y=4

x=7

y=1

100

x2-6x-27

(x+3)(x-9)

200

8p-6q+10r

2(4p-3q+5r)

200

a=πx2/9

9a/√π

200

3(p+4)=21

p=3

200

4x + y = 23 

x + y = 8

x=5

y=3

200

x2-15x+56

3(x-7)(x-8)

300

3x2-10x-48

(x-6)(3x+8)

300

y=3√x/a

x=(ya)3

300

4(x-5)=7(2x-5)

x=1.5

300

2y+3x=6

x=4y+16

x=4

y=-3

300

x2+9x-36

9(x+12)(x-3)

400

1-t4

(t2+1)(t+1)(−t+1)

400

1/x++1/y=1/t

make x the subject

x=t-y/1

400

7+2x/3=9x-1/7

x=4

400

3x+2y=22

2x+2y=18

y=5

x=4

400

x2-18x+45

x = 15, x=3

500

120x2+67x−5

(8x+5)(15x−1)

500

a=y+t/p+x2

x=√y+t/a-p

500

2x+3/4-4x-2/6

-x/6+13/12


500

4.4x-4.8y=2.2

0.8+2.4y=4

x=1.7

y=1.1

500

4x2+7x-13

x=1.13, x=-2.88

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