ath 3 The The median is much larger than the mean and trimme
ath 3 The The median is much larger than the mean and trimmed mean, indicating repative skewness The mean is much larger than the medan and trimmed mean, The mean is much larper than the median and trimmed mean, neicating negative skev\"ness. indicating pontive skewness
Solution
Mean = 12.475
Median = 12.35
Trimmed Mean = 12.475
All three median , mean and trimmed mean are near hence there is little skewness in the data
Median is the middle value hence , 12.35 - 8.1 = 4.25
There should be conversion factor applied to get the changed values
| Data |
| 14.8 |
| 12.7 |
| 17.7 |
| 14.4 |
| 12 |
| 10.6 |
| 9.5 |
| 8.1 |
