ThanksSolution1 For the mean consider Thus Mean Sumxf Sumf
Thanks
Solution
1.
For the mean, consider:
Thus,
Mean = Sum(xf) / Sum(f) = 55.53333333 [ANSWER]
************************
For the median, note that there are 150 entries, so the median is the average of the 75th and 76th lowest entries, which are both 50.
Hence,
Median = 50 [ANSWER]
*******************
The mode is the obervation of largest frequency, which is
Mode = 50 [ANSWER]
as well.
| x | f | x f |
| 30 | 6 | 180 |
| 40 | 20 | 800 |
| 50 | 61 | 3050 |
| 60 | 31 | 1860 |
| 70 | 18 | 1260 |
| 80 | 8 | 640 |
| 90 | 6 | 540 |
![ThanksSolution1. For the mean, consider: Thus, Mean = Sum(xf) / Sum(f) = 55.53333333 [ANSWER] ************************ For the median, note that there are 150 e ThanksSolution1. For the mean, consider: Thus, Mean = Sum(xf) / Sum(f) = 55.53333333 [ANSWER] ************************ For the median, note that there are 150 e](/WebImages/25/thankssolution1-for-the-mean-consider-thus-mean-sumxf-sumf-1064043-1761556288-0.webp)