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Year 10 Exam Revision

Year 10 Exam Revision. Groups of 4 Pupil A,B,C,D 1 point for each pupil. A 36. B 42. Write each of these as a product of prime factors. C 70. D 24. A 2x2x3x3. B 2x3x7. Write each of these as a product of prime factors ANSWERS. C 2x5x7. D 2x2x2x3. A 6 and 7.

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Year 10 Exam Revision

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  1. Year 10 Exam Revision Groups of 4 Pupil A,B,C,D 1 point for each pupil

  2. A 36 B 42 Write each of these as a product of prime factors C 70 D 24

  3. A 2x2x3x3 B 2x3x7 Write each of these as a product of prime factors ANSWERS C 2x5x7 D 2x2x2x3

  4. A 6 and 7 B 8 and 12 Find the Lowest Common Multiple (LCM) of these numbers C 9 and 12 D 12 and 15

  5. A 42 B 24 Find the Lowest Common Multiple (LCM) of these numbers ANSWERS C 36 D 60

  6. A 0.2 x 24 B 32 ÷ 0.4 Without a calculator work out the answers to these calculations C 36 x 0.3 D 24 ÷ 0.02

  7. A 4.8 B 80 Without a calculator work out the answers to these calculations ANSWERS C 10.8 D 1200

  8. A 12.7 x 8.72 B 30.99 + 6.15 5.87 Without a calculator work out an estimate for these calculations C 6.72 + 5.01 0.23 D 0.72(2.6 + 7.15)

  9. A 12.7 x 8.72 10 X 9 90 B 30.99 + 6.15 5.87 30 + 6 = 36 6 Without a calculator work out an estimate for these calculations ANSWERS C 6.72 + 5.01 0.23 7 + 5120 60 0.2 2 D 0.72(2.6 + 7.15) 0.7 (3 + 7) 0.7(10) 7

  10. A y = 2x + 5 B y = 4x - 3 For each question draw a set of x axes from 0 to 5 and y axes from -5 to 15 then plot the graph C y = 3x + 2 D y = 10 – 5x

  11. A y = 2x + 5 (1,7) (2,9) (3,11) B y = 4x – 3 (1,1) (2,5) (3,9) For each question draw a set of x axes from 0 to 5 and y axes from -5 to 15 then plot the graph ANSWERS C y = 3x + 2 (1,5) (2,8) (3,11) D y = 10 – 5x (1,5) (2,0) (3,-5)

  12. A B Add an extra column onto the table and calculate the mean C D

  13. A 38 ÷ 20 = 1.9 goals B 73 ÷ 20 = 3.65 goals Calculating the mean from a table ANSWERS C 27 ÷ 30 = 0.9 goals D 892 ÷ 100 = 8.92 goals

  14. A Adam is 4 and Gemma is 7. Share £132 in the ratio of their ages B Share the angles in a triangle in the ratio 3:4:2 Sharing in a given ratio C Share £540 in the ratio 7:2 D Share 24 in the ratio 3:5

  15. A 132 ÷11 = 12 4 X 12 = £48 7 X 12 = £84 B 180 ÷ 9 = 20 3 X 20 = 60 4 X 20 = 80 2 X 20 = 40 Sharing in a given ratio ANSWERS C 540 ÷ 9 = 60 7 X 60 = 420 2 X 60 = 120 D Share 24 ÷ 8 = 3 3 X 3 = 9 5 X 3 = 15

  16. A 2 + 1 7 5 B 1 + 4 4 9 Adding fractions C 5 + 2 8 11 D 4 + 5 7 6

  17. A 2 + 1 = 10+7 = 17 7 5 35 35 B 1 + 4 = 9+16=25 4 9 36 36 Adding fractions ANSWERS C 5 + 2 =55+16=71 8 11 88 88 D 4 + 5=24+35=59 7 6 42 42 117 42

  18. A 3600000 B 0.0034 Write the following numbers in standard form C 0.00000734 D 61800

  19. A 3600000 3.6 X 106 B 0.0034 3.4 X 10-3 Write the following numbers in standard form ANSWERS C 0.00000734 7.34 X 10-6 D 61800 6.18 X 104

  20. A 1.5 X 10-3 B 2.41 X 108 Write the following standard form numbers in ordinary form C 1.44 X 105 D 3.7 X 106

  21. A 1.5 X 10-3 0.0015 B 2.41 X 108 241000000 Write the following standard form numbers in ordinary form ANSWERS C 1.44 X 105 144000 D 3.7 X 106 3700000

  22. A Increase £350 by 17% B Decrease 68kg by 9% Use your calculator to work out the following. C Decrease 540m by 12% D Increase £488 by 4.6%

  23. A Increase £350 by 17% 1.17 x 350 = £409.50 B Decrease 68kg by 9% 0.91 x 68=61.88kg Use your calculator to work out the following. ANSWERS C Decrease 540m by 12% 0.88 x 540=475.2m D Increase £488 by 4.6% 1.046 x 488=£510.45

  24. A £3000 invested at 6% for 4 years B £2000 invested at 3% for 6 years Work out the amount of money left in the bank after these compound interest problems C £1200 invested at 8% for 3 years D £9000 invested at 12% for 5 years

  25. A £3000 invested at 6% for 4 years 3000x1.064=£3787.43 B £2000 invested at 3% for 6 years 2000x1.036=£2388.10 Work out the amount of money in the bank after these compound interest problems. ANSWERS C £1200 invested at 8% for 3 years 1200x1.083=£1511.65 D £9000 invested at 12% for 5 years 9000x1.125=£15861.08

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