In: Math
1 | 49.67 |
2 | 30.14 |
3 | 18.83 |
4 | 22.67 |
5 | 50.09 |
6 | 89.11 |
7 | 79.95 |
8 | 49.19 |
9 | 70.29 |
10 | 57.92 |
11 | 53.37 |
12 | 22.44 |
13 | 29.91 |
14 | 72.20 |
15 | 42.63 |
16 | 83.28 |
17 | 18.02 |
18 | 76.63 |
19 | 89.25 |
20 | 19.48 |
21 | 12.33 |
22 | 72.71 |
23 | 46.25 |
24 | 31.58 |
25 | 36.24 |
26 | 32.19 |
27 | 65.90 |
28 | 40.32 |
29 | 64.30 |
30 | 59.03 |
31 | 44.74 |
32 | 86.43 |
33 | 12.66 |
34 | 28.66 |
35 | 67.27 |
36 | 56.42 |
37 | 87.76 |
38 | 36.30 |
39 | 86.69 |
40 | 23.34 |
41 | 96.76 |
42 | 85.48 |
43 | 87.58 |
44 | 47.26 |
45 | 68.13 |
46 | 73.56 |
47 | 90.61 |
48 | 58.80 |
49 | 99.11 |
50 | 13.87 |
51 | 54.05 |
52 | 57.91 |
53 | 39.68 |
54 | 72.75 |
55 | 29.89 |
56 | 11.72 |
57 | 79.42 |
58 | 35.75 |
59 | 35.44 |
60 | 47.51 |
61 | 84.39 |
62 | 49.04 |
63 | 62.55 |
64 | 41.23 |
65 | 66.10 |
66 | 91.06 |
67 | 47.32 |
68 | 67.71 |
69 | 73.65 |
70 | 94.65 |
71 | 73.05 |
72 | 46.01 |
73 | 23.01 |
74 | 31.65 |
75 | 57.84 |
76 | 72.30 |
77 | 54.58 |
78 | 30.61 |
79 | 96.07 |
80 | 52.86 |
81 | 31.36 |
82 | 42.77 |
83 | 10.14 |
84 | 32.26 |
85 | 45.10 |
86 | 33.71 |
87 | 54.59 |
88 | 74.71 |
89 | 47.22 |
90 | 25.29 |
91 | 59.88 |
92 | 62.41 |
93 | 94.63 |
94 | 38.03 |
95 | 57.27 |
96 | 10.73 |
97 | 57.72 |
98 | 24.58 |
99 | 79.24 |
100 | 18.83 |
Either copy & paste each answer from your data sheet, or round your answers to two decimal places where applicable.
Mean
Standard Error
Median
Mode (report #N/A if no mode)
Standard Deviation
Sample Variance
Kurtosis
Skewness
Range
Minimum/smallest
Maximum/Largest
Sum
Count
Did you notice the mistake in the video while using the data analysis tool? The data range to B1:B100 was selected instead of B1:B101 so there were only 99 values for the Count when the data analysis tool ran. Be sure not to make the same mistake.
First input data in excel as shown below
So here we want to work on data which is placed in B2:B101 cells.
To calculate above values There are 2 ways
1. Using simple excel commands
2.Direct by data analysis
1.Using simple excel commands
Mean | AVERAGE(B2:B101) | 53.1762 |
Standard deviation | STDEV.S(B2:B101) | 24.20976 |
Standard Error | = Standard dev/Sqrt(N) | 2.420976 |
Median | MEDIAN(B2:B101) | 53.115 |
Mode | MODE(B2:B101) | 18.83 |
Sample variance | VAR.S(B2:B101) | 586.1123 |
Kurtosis | KURT(B2:B101) | -0.99331 |
Skewness | SKEW(B2:B101) | 0.077081 |
Maximum | MAX(B2:B101) | 99.11 |
Min | MIN(B2:B101) | 10.14 |
Range | Maximum-Minimum | 88.97 |
Sum | SUM(B2:B101) | 5317.62 |
Count | COUNT(B2:B101) | 100 |
2. Using Data Analysis tools
In excel sheet go to
Data --- Data Analysis /Analysis ---- Descriptive statistics
Enter data range : Here B2:B101
We get output as
Mean | 53.1762 |
Standard Error | 2.420975727 |
Median | 53.115 |
Mode | 18.83 |
Standard Deviation | 24.20975727 |
Sample Variance | 586.112347 |
Kurtosis | -0.993307907 |
Skewness | 0.077080927 |
Range | 88.97 |
Minimum | 10.14 |
Maximum | 99.11 |
Sum | 5317.62 |
Count 1000 From above output we get result required. |