Evaluate the following data sets that shows weather temperatures recorded during the past 14 days.

Data Set # 1

Past 14 days	Temperature
0	72
1	83
2	82
3	72
4	73
5	77
6	75
7	59
8	72
9	75
10	76
11	73
12	81
13	61

Data Set # 2

Past 14 days	Temperature
0	57
1	52
2	65
3	65
4	72
5	70
6	67
7	71
8	65
9	66
10	60
11	61
12	61

Measurements for data set # 1

Mean = 64.0

Median = 65.0

Variance = 32.67

STD = 5.72

Measurements for data set # 2

Mean = 73.64

Median = 74.0

Variance = 47.32

STD = 6.88

Now, try and answer the following questions based on the information that was provided:

1.) How do the second measure of central tendency compare to the first data set? What does this signify? What insights can you derive from the measurements?

2.) How do the measures of variability compare? What does this signify?

3.) In what way are the second data set similar to or different from the first data set? Why are those similarities or distinctions meaningful? In order to response to this, it is important to take a good look at the values of the measure of central tendency and variability, and make your assumptions and analyses there on.