Table 3 shows the distribution for the number of medical leaves (in days) taken within a certain period by 65 employees of accompany. Number of medical leaves Number of employees (days) 1-3 4 4 -6 7-9...


Table 3 shows the distribution for the number of medical leaves (in<br>days) taken within a certain period by 65 employees of accompany.<br>Number of medical<br>leaves<br>Number of employees<br>(days)<br>1-3<br>4<br>4 -6<br>7-9<br>8<br>10 - 12<br>12<br>13 - 15<br>18<br>16 - 18<br>11<br>19 - 21<br>Table 3: The number of medical leaves (in days)<br>(a)<br>Draw a cummulative frequency curve to illustrate the data.<br>(Note : Use graph sheet)<br>(b)<br>Using the ogive in question 4(a), estimate the median and third<br>quartile value.<br>(c)<br>Calculate the mean, and standard deviation from the data given in<br>Table 3.<br>

Extracted text: Table 3 shows the distribution for the number of medical leaves (in days) taken within a certain period by 65 employees of accompany. Number of medical leaves Number of employees (days) 1-3 4 4 -6 7-9 8 10 - 12 12 13 - 15 18 16 - 18 11 19 - 21 Table 3: The number of medical leaves (in days) (a) Draw a cummulative frequency curve to illustrate the data. (Note : Use graph sheet) (b) Using the ogive in question 4(a), estimate the median and third quartile value. (c) Calculate the mean, and standard deviation from the data given in Table 3.

Jun 11, 2022
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