based on Data Below

Find age (Minimum, Maximum, Mean, Median, Mode, Variance, Standard Deviation, Coefficient of Variation)

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Find Income  (Minimum, Maximum, Mean, Median, Mode, Variance, Standard Deviation, Coefficient of Variation)

Purchasers of Cars

Stats.xlsx

Observation Age Gender  Income  Car Type
1 37 M  $  77,000.00 Fusion
2 49 M  $  54,000.00 Fusion
3 27 F  $  85,000.00 Escape 
4 33 M  $  37,000.00 Fusion
5 50 F  $  103,000.00 Mustang
6 38 M  $  91,000.00 Escape 
7 26 F  $  43,000.00 Explorer
8 45 M  $  109,000.00 Mustang
9 47 F  $  75,000.00 Escape 
10 50 M  $  104,000.00 Explorer
11 45 F  $  116,000.00 Explorer
12 36 M  $  90,000.00 Mustang
13 29 M  $  121,000.00 Escape 
14 35 F  $  57,000.00 Explorer
15 43 F  $  83,000.00 Mustang
16 27 F  $  73,000.00 Escape 
17 25 M  $  62,000.00 Explorer
18 54 F  $  52,000.00 Fusion
19 48 M  $  70,000.00 Mustang
20 40 F  $  113,000.00 Explorer
21 44 M  $  98,000.00 Escape 
22 27 F  $  37,000.00 Explorer
23 28 M  $  111,000.00 Mustang
24 51 F  $  77,000.00 Escape 
25 45 F  $  71,000.00 Fusion
26 54 M  $  109,000.00 Mustang
27 30 F  $  80,000.00 Fusion
28 62 M  $  102,000.00 Explorer
29 55 F  $  45,000.00 Fusion
30 52 F  $  103,000.00 Mustang
31 43 M  $  80,000.00 Mustang
32 50 F  $  108,000.00 Escape 
33 27 M  $  65,000.00 Explorer
34 36 F  $  38,000.00 Fusion
35 25 F  $  120,000.00 Mustang
36 31 F  $  43,000.00 Fusion
37 52 M  $  45,000.00 Explorer
38 42 F  $  116,000.00 Mustang
39 54 M  $  105,000.00 Escape 
40 33 F  $  95.00 Escape 

-Based on the Data what is the probability that given a purchaser is Female, they will buy a Fusion? What is the probability that given someone bought a Escape, They make $64,000 or less.

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