This frequency distribution represents the commission earned (in dollars) by 80 salespeople employed at several branches of a large chain store. Class limits Frequency (f) Midpoint (m) fm fm? 150 –...


This frequency distribution represents the<br>commission earned (in dollars) by 80<br>salespeople employed at several branches of a<br>large chain store.<br>Class limits<br>Frequency (f)<br>Midpoint (m)<br>fm<br>fm?<br>150 – 158<br>159 – 167<br>16<br>(i)<br>(ii)<br>(iii)<br>168 – 176<br>20<br>177 – 185<br>21<br>186 – 194<br>20<br>Total<br>80<br>a. Is the given data a population or a sample?<br>b. Give the values for (i), (ii), and (iii) in the<br>table above. You do not have to complete<br>the whole table.<br>c. It is given that E fm<br>E fm? = 2497913. Using this<br>= 14111 and<br>information, calculate the mean and<br>standard deviation of the commission<br>earned by a salesperson.<br>

Extracted text: This frequency distribution represents the commission earned (in dollars) by 80 salespeople employed at several branches of a large chain store. Class limits Frequency (f) Midpoint (m) fm fm? 150 – 158 159 – 167 16 (i) (ii) (iii) 168 – 176 20 177 – 185 21 186 – 194 20 Total 80 a. Is the given data a population or a sample? b. Give the values for (i), (ii), and (iii) in the table above. You do not have to complete the whole table. c. It is given that E fm E fm? = 2497913. Using this = 14111 and information, calculate the mean and standard deviation of the commission earned by a salesperson.

Jun 02, 2022
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