Linear inequalities
Formula Substitution
Formula Rearrangement
Quadratic Equations
100

9 < 2x - 7

x > 8

100

F = ma, when m = 4 and a = 6

F = 24

100

v = u + at      [a]

a = (v - u)/t

100

x2 = 42

x = sqrt(42) or -sqrt(42)

200

-6m - 14 < 15

m > - 29/6

200

t = d/v, wen d = 18 and v = 24

t = 3/4

200

P = mgh      [g]

g = P/(mh)

200

-3x2 = -108

x = 6 or -6

300

(3t - 4)/2 > -6

t > -8/3

300

V = r2/4g when r = -4 and g = 2

V = 2

300

v2 = u2 + 2as      [s]

s = (v2 - u2)/2a

300

1/(2x2) = 72

x = 1/12 or -1/12

400

-11 > -7(1-y)

y < -4/7

400

x = ut + 1/2*at2 when u = 0, t = 4 and a = 10

x = 90

400

s = 1/2 *at^2          [t]

t = sqrt(2s/a)

400

3x2 - 75 = 0

x = 5 or -5

500

-5(4r + 1)/3 < 10

r > -7/4

500

Q = sqrt(2gh) where g = 9.8 and h = 11.4

(Answer to 2 decimal places)

Q = 14.95

500

t = (2r + c)2          [r]

r = (sqrt(t) - c)/2

500

10 - x2 = - 12

x = sqrt(22) or -sqrt(22)

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