Age | Frequency | Midpoint | f*M | f*(M-xbar)2 |
30-39 | 2 | |||
40-49 | 3 | |||
50-59 | 7 | |||
60-69 | 5 | |||
70-79 | 1 |
Compute the Coefficient of Variation to 2 decimal places.
Do NOT format answer: No $, Commas, %.
Mean:
Xbar =
Midpoint = (Upper Class limit + Lower class limit) / 2
For First Class:
Midpoint = (30+39)/2 = 34.5
Similarly, solve for other classess...
Computational table:
Age | Frequency (f) | Midpoint (M) | f*M | f*(M-xbar)2 |
30-39 | 2 | =(30+39)/2 = 34.5 | 69 | 800 |
40-49 | 3 | =(40+49)/2 = 44.5 | 133.5 | 300 |
50-59 | 7 | =(50+59)/2 = 54.5 | 381.5 | 0 |
60-69 | 5 | =(60+69)/2 = 64.5 | 322.5 | 500 |
70-79 | 1 | =(70+79)/2 = 74.5 | 74.5 | 400 |
Total | 18 | 981 | 2000 |
standard deviation (S):
Coefficient of variation (CV):
CV = (S/)*100
CV = (10.54 / 54.5)
CV = 0.19
Get Answers For Free
Most questions answered within 1 hours.