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Maths-11-plus-Benenden-2015 - 11 plus exams tutor. 11+ tutor Feltham. Eleven Plus Exams

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a)i) 1/4

  1. 3/12. In its simplest form, this is 1/4

a)ii) 0.25

  1. Convert to a decimal = 0.25

b) i) See below

b) ii) 80%

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a) i) 31°

W = 180 – 107 – 42 = 31

180° in a straight line

a)ii) Reason is 180 in a straight line so its 180 less 107 less 42 to give the missing angle

b) x = 52°; y= 47°

For x…given JKL & MKN are straight lines, opposite angles in this set up are equal. Hence x = 52

For y….180 – 52 – 81 = 47°

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3/10

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7/10

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a) 0.03

b) 7

If 7.50 or above, then rounds to 8. Between 6.500 and 7.499, rounds to 7

c) 0.75

d) 0.07; 0.14; 0.306; 0.35; 0.4

e) 31/100

Remember 1.00 is 100% is 1/1. So 0.5 is 50% is 50/100. Work from there

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a) Cardiff

b) -8C

If temperature had fallen by 5C in London by midnight, temperature would now be -3-5 = -8

c) 3C

2 – -1

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a) Equilateral Triangle

b) Octagon

c) a,c,d,e,h,i

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a) 40%

12 toffee = 60%.

8/20 are not toffees

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a) 2

Mode is the most common number

b) 15

Range is highest – lowest

c) 4

Mean = Average. Add up all of the numbers and divide by the number of instances

40/10

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a) 8.23

b) 1 hour 35 mins

08:45 – 09:00 = 00:15

09:00 – 10:00 = 01:00

10:00 – 10:20 = 00:20

Total time is 0.15 + 1.00 + 0.2 = 1hour 35mins

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a) 20mins

Use HCF & LCM. Work on the normal basis that 3 is 1/3 of 9. So if 9km = 1 hour, 3km = 1/3rd of 1 hour

b) 2km

1/4 of the 8km/h = 15mins. So this is 2km

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72cm

(15 * 4) + (3*4) = 60 + 12

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9/10