1
Graduate | Monthly Starting Salary ($) |
1 | 3850 |
2 | 3950 |
3 | 4050 |
4 | 3880 |
5 | 3755 |
6 | 3710 |
7 | 3890 |
8 | 4130 |
9 | 3940 |
10 | 4325 |
11 | 3920 |
12 | 3880 |
Using Excel functions compute, Mean, Median,Mode,Variance, Standard deviation and Box Plot. |
2.
Number of Trails(n) | 10 |
Probability of Success(p) |
0.3 |
Create the discrete probabilty distribution using above values. |
Solution-:
Q.1
By using MS-Excel:
We enter the data from celll E2: E13
Graduates | Monthly Starting salary($) |
1 | 3850 |
2 | 3950 |
3 | 4050 |
4 | 3880 |
5 | 3755 |
6 | 3710 |
7 | 3890 |
8 | 4130 |
9 | 3940 |
10 | 4325 |
11 | 3920 |
12 | 3880 |
Tool | Value | Functuin used |
Mean | 3940 | =AVERAGE(E2:E13) |
Median | 3905 | =MEDIAN(E2:E13) |
Mode | 3880 | =MODE(E2:E13) |
Variance | 25154.17 | =VARP(E2:E13) |
Standard Deviation | 158.6007 | =SQRT(variance) |
For Boxplot:
Tool | Value | Functuin used |
Min | 3710 | =MIN() |
Q1 | 3872.5 | =QUARTILE(array,1) |
Q2 | 3905 | =QUARTILE(array,2) |
Q3 | 3975 | =QUARTILE(array,3) |
Max | 4325 | =MAX() |
Q.2
n=10 | p=0.3 |
x | P(x) |
0 | 0.02825 |
1 | 0.12106 |
2 | 0.23347 |
3 | 0.26683 |
4 | 0.20012 |
5 | 0.10292 |
6 | 0.03676 |
7 | 0.00900 |
8 | 0.00145 |
9 | 0.00014 |
10 | 0.00001 |
Get Answers For Free
Most questions answered within 1 hours.