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Trig & Pythag - 1
What is Pythagoras’ theorem?
a² + b² = h²
(where h is the hypotenuse)
Trig & Pythag - 2
How long is the hypotenuse?
h = 18cm
10cm

15cm
Trig & Pythag - 3
What are the trigonometric formulae?

sin A=opp
hyp

cos A=adj
hyp

tan A=opp
adj
Trig & Pythag - 4
Find angle A
A

A = 53°

6cm

B
8cm

C
Trig & Pythag - 5
A ladder leans against a vertical
wall so that is makes an angle of
35° with the wall.
The top of the ladder is 2m up the wall.
How far out is the foot of the ladder?

2.9 m
Algebra - 1
Factorise the following expression:

12z² – 6z
= 6z(2z – 1)
Algebra - 2
Expand the following expression:

(x + 3)(x + 6)
= x² + 9x + 18
Algebra - 3
Factorise the following expression:

x² + 5x + 6
= (x + 3)(x + 2)
Algebra - 4
Solve the following pair of simultaneous equations:

x+y=5
3x + y = 11
x=3

y=2
Algebra - 5
Expand the following expression:

(5x – 2)(5x + 2)
= 25x² – 4
Number work - 1
Write the following fraction as a mixed number:

25 = 8⅓
3
Number work - 2
Without a calculator work out:

1.23 – 0.67 = 0.56
Number work - 3
Fill in the blank:

3.7 x 4.2 = 15.54
Number work - 4
Express 12mm as a percentage of 6cm.

20%
Number work - 5
Write the following number as an ordinary
Number:

3.45 x 10³ - 9 x 10-¹
3450 – 0.9 = 3499.1
Formulas - 1
What are the next 3 terms of this sequence?

2, 5, 10, 17, 26, 37, 40…
Formulas - 2
If R = pq – w

R=2

Find R when p = 2, q = 3 and w = – 4
Formulas - 3
A taxi firm charges 50p per mile
plus a fixed charge of £2.00. Write
down a formula for the cost (C) of
hiring this taxi to travel ‘n’ miles.
C = 2 + 0.5n
Formulas - 4
If y = zx – 4w

w=3

Find w when y = 3, z = 3 and x = 5
Formulas - 5
Use an appropriate formula to find the
radius of the following circle.
Give your answer 3 sf
r = 3.18cm
Circumference = 20cm
Pot Luck - 1
Give the inequality which describes the shaded
region.

x≤2
Pot Luck - 2
Sally writes the letters of the word ‘MATHEMATICS'
on separate cards and places them in a bag. She then
draws a card at random.
What is the probability that Sally chooses the
letter 'A'?

P(A) = 2
11
Pot Luck - 3
You are about to leave for holiday, but you forgot socks!
You race back to your room, but all the lights are off, so
you can't see the colour of the socks.
Never mind, because you remember that in your drawer
there are ten pairs of white socks, ten pairs of black
socks, and eleven pairs of blue socks, but they are all
mixed up.
How many of your socks do you need to take before
you can be sure to have at last one matching pair?

4 socks
Pot Luck - 4
What is the volume of this prism?

Volume = 40cm³
Pot Luck - 5
Give the set of inequalities which describe the
unshaded region.

x≤3
y≥x
y≥1

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Maths revision game_solutions

  • 1. Trig & Pythag - 1 What is Pythagoras’ theorem? a² + b² = h² (where h is the hypotenuse)
  • 2. Trig & Pythag - 2 How long is the hypotenuse? h = 18cm 10cm 15cm
  • 3. Trig & Pythag - 3 What are the trigonometric formulae? sin A=opp hyp cos A=adj hyp tan A=opp adj
  • 4. Trig & Pythag - 4 Find angle A A A = 53° 6cm B 8cm C
  • 5. Trig & Pythag - 5 A ladder leans against a vertical wall so that is makes an angle of 35° with the wall. The top of the ladder is 2m up the wall. How far out is the foot of the ladder? 2.9 m
  • 6. Algebra - 1 Factorise the following expression: 12z² – 6z = 6z(2z – 1)
  • 7. Algebra - 2 Expand the following expression: (x + 3)(x + 6) = x² + 9x + 18
  • 8. Algebra - 3 Factorise the following expression: x² + 5x + 6 = (x + 3)(x + 2)
  • 9. Algebra - 4 Solve the following pair of simultaneous equations: x+y=5 3x + y = 11 x=3 y=2
  • 10. Algebra - 5 Expand the following expression: (5x – 2)(5x + 2) = 25x² – 4
  • 11. Number work - 1 Write the following fraction as a mixed number: 25 = 8⅓ 3
  • 12. Number work - 2 Without a calculator work out: 1.23 – 0.67 = 0.56
  • 13. Number work - 3 Fill in the blank: 3.7 x 4.2 = 15.54
  • 14. Number work - 4 Express 12mm as a percentage of 6cm. 20%
  • 15. Number work - 5 Write the following number as an ordinary Number: 3.45 x 10³ - 9 x 10-¹ 3450 – 0.9 = 3499.1
  • 16. Formulas - 1 What are the next 3 terms of this sequence? 2, 5, 10, 17, 26, 37, 40…
  • 17. Formulas - 2 If R = pq – w R=2 Find R when p = 2, q = 3 and w = – 4
  • 18. Formulas - 3 A taxi firm charges 50p per mile plus a fixed charge of £2.00. Write down a formula for the cost (C) of hiring this taxi to travel ‘n’ miles. C = 2 + 0.5n
  • 19. Formulas - 4 If y = zx – 4w w=3 Find w when y = 3, z = 3 and x = 5
  • 20. Formulas - 5 Use an appropriate formula to find the radius of the following circle. Give your answer 3 sf r = 3.18cm Circumference = 20cm
  • 21. Pot Luck - 1 Give the inequality which describes the shaded region. x≤2
  • 22. Pot Luck - 2 Sally writes the letters of the word ‘MATHEMATICS' on separate cards and places them in a bag. She then draws a card at random. What is the probability that Sally chooses the letter 'A'? P(A) = 2 11
  • 23. Pot Luck - 3 You are about to leave for holiday, but you forgot socks! You race back to your room, but all the lights are off, so you can't see the colour of the socks. Never mind, because you remember that in your drawer there are ten pairs of white socks, ten pairs of black socks, and eleven pairs of blue socks, but they are all mixed up. How many of your socks do you need to take before you can be sure to have at last one matching pair? 4 socks
  • 24. Pot Luck - 4 What is the volume of this prism? Volume = 40cm³
  • 25. Pot Luck - 5 Give the set of inequalities which describe the unshaded region. x≤3 y≥x y≥1