Use the information in TABLE 4 to answer the questions that follow.
3.1.1 Explain, giving a reason, whether the above data is discrete or continuous.(3)
3.1.2 Determine the median score for Test 2.(3)
3.1.3 The mean score for Test 1 was 84%. Calculate the value of Y(4).
3.1.4 Identify the candidates whose test scores in both tests differed by 30%.(3)
3.1.5 Calculate the value of the interquartile range for Test 2.(4)
3.1.6 Express, in simplified fractional form, the probability of randomly selecting
a candidate who did not get a distinction for Test 1.(3)
3.1.7 Determine the modal test score for Test 1.(2)
Use ANNEXURE C to answer the questions that follow.
3.2.1 Identify the road in which parking is not allowed.(2)
3.2.2 Mangiwe travels from Keswick to Rydal Road.
Give ONE reason why she cannot turn right into Compston Road.(2)
3.2.3 Give the general direction of the Queens Hotel from the tennis courts.(2)
3.2.4 On the map, X is a point at the information centre and Y is a point at the University of Cumbria.
Use the scale on the map to calculate, in yards, the straight-line distance from X to Y.(4)
3.2.5 Mangiwe parked in Church Street from 12:00 to 15:25. A traffic officer
who monitors the area issued her with a fine.
NOTE: A fine is the amount of money that someone has to pay if there is
an offence.
(a) Write down for which offence the traffic officer issued her with a fine.(2)
(b) Mangiwe was fined £79,75 by the traffic officer.
Calculate, to the nearest £, the rate per hour for this fine.(5)
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