The times, $$\(t\)$$ minutes, taken by 150 students to complete a particular challenge are summarised in the following cumulative frequency table. $$\(24 \%\)$$ of the students take $$\(k\)$$ minutes or longer to complete the challenge. Use your graph to estimate the value of $$\(k\)$$. ........................................................................................................................................................ ........................................................................................................................................................ ........................................................................................................................................................ ........................................................................................................................................................ ........................................................................................................................................................
Exam No:9709_w20_qp_51 Year:2020 Question No:6(b)
Answer:
\(150 \times 0 \cdot 76=114\)
\(k=45(\mathrm{mins})\)
\(k=45(\mathrm{mins})\)
Knowledge points:
5.1.4 use a cumulative frequency graph (e.g. to estimate medians, quartiles, percentiles, the proportion of a distribution above (or below) a given value, or between two values.)
Solution:
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