a) From the Statistics Canada dataset you have chosen, calculate the measures of central tendencies (mean, median and mode) and explain the meaning of each in a paragraph. b) Calculates measures of dispersion (standard deviation, variance, EI - Q3-Q1 Interquartile Range, Z scores, percentiles). c) From all the calculated spread metrics, explain which one would be an appropriate "statistical summary" for this dataset by demonstrating it through your calculations.

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Instructions: Please answer these a.b.c questions. (2) 3.1 DO NOT use excel. Please explain well by your knowledge, written by yourself on a paper or else.
Youth admissions to correctional services, by age and sex
2019-2020
Age at admission
12 year old
13 year old
14 year old
15 year old
16 year old
17
year old
18 year old & more
number
a) From the Statistics Canada dataset you have chosen, calculate the measures of central
tendencies (mean, median and mode) and explain the meaning of each in a paragraph.
62
194
343
492
548
83
b) Calculates measures of dispersion (standard deviation, variance, EI - Q3-Q1 Interquartile
Range, Z scores, percentiles).
c) From all the calculated spread metrics, explain which one would be an appropriate
"statistical summary" for this dataset by demonstrating it through your calculations.
Transcribed Image Text:Youth admissions to correctional services, by age and sex 2019-2020 Age at admission 12 year old 13 year old 14 year old 15 year old 16 year old 17 year old 18 year old & more number a) From the Statistics Canada dataset you have chosen, calculate the measures of central tendencies (mean, median and mode) and explain the meaning of each in a paragraph. 62 194 343 492 548 83 b) Calculates measures of dispersion (standard deviation, variance, EI - Q3-Q1 Interquartile Range, Z scores, percentiles). c) From all the calculated spread metrics, explain which one would be an appropriate "statistical summary" for this dataset by demonstrating it through your calculations.
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