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Running times (Y) and maximal aerobic capacity (X) for 14 female Runners. Data collected for running...

Running times (Y) and maximal aerobic capacity (X) for 14 female
Runners. Data collected for running times and maximal aerobic capacity are listed
below
X: 61.32 55.29 52.83 57.94 53.31 51.32 52.18 52.37 57.91 53.93 47.88 47.41
47.17 51.05
Y: 39.37 39.80 40.03 41.32 42.03 42.37 43.93 44.90 44.90 45.12 45.60 46.03
47.83 48.55
(a) Calculate the mean, median, MAD, MSD, and standard deviation for each
variable. ? [Include all your steps and explain all the steps involved in details]
(b) Which of these statistics give a measure of the center of data and which give a
measure of the spread of data? [Explain in your own words]
(c) Calculate the correlation of the two variables and pro-duce a scatterplot of Y
against X. [Use excel for scatterplot, show all your computations concerning
the correlation and explain all your steps]
(d) Why is it inappropriate to calculate the autocorrelation of these data? [Explain in
your own words]

PLEASE SHOW ANSWER WORKED CALCULATIONS ON EXCEL AS PER QUESTION REQUIREMENTS.

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Running times (Y) and maximal aerobic capacity (X) for 14 female Runners. Data collected for running times and maximal aerobic capacity are listed below X: 61.32 55.29 52.83 57.94 53.31 51.32 52.18 52.37 57.91 53.93 47.88 47.41 47.17 51.05 Y: 39.37 39.80 40.03 41.32 42.03 42.37 43.93 44.90 44.90 45.12 45.60 46.03 47.83 48.55 (a) Calculate the mean, median, MAD, MSD, and standard deviation for each variable. ? [Include all your steps and explain all the steps involved in details]...
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