49' class is shown in Figure 1. RUN mpetitors in the '40 to CYCLE SKI Run, cycle and ski times for the '40 to 49' class D 10 20 30 40 50 60 Time (minutes) Figure 1 Run, cycle and ski times of competitors aged 40 to 49 in a winter triathlon follaring (i) Using the boxplot, is the shape of the boxplot for the cycling event left-skew, right-skew or neither. Give your reasons. (ii) The right-hand whisker of the boxplot for the run times ends at a time of 27.38 minutes. How is this value calculated? (Note that no numerical calculations are required for this part) (iii) Using the boxplots, compare the ranges, inter-quartile ranges and medians of the distributions for the running, cycling and skiing events. (iv) For the skiing event the median time for the '40 to 49' class competitors is 25.57 minutes. Is the mean time for these competitors in the skiing event likely to be higher or lower than or equal to this median? Why is this?
49' class is shown in Figure 1. RUN mpetitors in the '40 to CYCLE SKI Run, cycle and ski times for the '40 to 49' class D 10 20 30 40 50 60 Time (minutes) Figure 1 Run, cycle and ski times of competitors aged 40 to 49 in a winter triathlon follaring (i) Using the boxplot, is the shape of the boxplot for the cycling event left-skew, right-skew or neither. Give your reasons. (ii) The right-hand whisker of the boxplot for the run times ends at a time of 27.38 minutes. How is this value calculated? (Note that no numerical calculations are required for this part) (iii) Using the boxplots, compare the ranges, inter-quartile ranges and medians of the distributions for the running, cycling and skiing events. (iv) For the skiing event the median time for the '40 to 49' class competitors is 25.57 minutes. Is the mean time for these competitors in the skiing event likely to be higher or lower than or equal to this median? Why is this?
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
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