A. DATA FOR: Pupal Mass Sample Mass (g) Development Time (Days) 1 0.688 65 Frequency Distribution of Development Time 0.688 66 Frequency Distribution of Pupal Mass (g) 20 0.658 64 4 0.60 66 10 0.612 60 15 0.625 59 0.685 59 10 0.682 59 10 11 0.680 50 12 10 0.680 62 13 11 0.602 70 14 12 0.828 71 15 13 0.805 70 16 14 0.888 72 55.00 59.00 63.00 67.00 71.00 75.00 17 15 0.805 64 0.60 0.66 0.72 0.78 0.84 0.90 Development Time (Days) 18 15 0.822 64 19 16 0.601 64 Pupal Mass (g) 20 18 0.766 64 21 19 0.772 65 22 0.755 65 Development Time (Days) vs. Mass (g) 20 23 21 0.758 65 80 24 22 0.743 65 25 23 0.708 65 .... 26 24 0.773 65 27 25 0.773 65 28 25 0.771 65 40 29 26 0.69 66 30 28 0.805 66 20 31 29 0.885 66 32 30 0.801 66 33 0.65 0.7 0.75 0.8 0.85 34 Па mean =AVERAGE(range) Mass (g) 35 konba 26 24 0.773 65 27 25 0.773 65 28 25 0.771 65 29 26 0.60 66 30 28 0.805 66 31 29 0.885 66 30 0.801 66 33 34 п3 mean =AVERAGE(range) median =MEDIAN(range) mode =MODE(range) standard deviation =STDEV(range) variance =VAR(range) coefficient of variation (SD/mean) 35 36 37 39 40 covariance =COVAR(range 1, range 2) correlation coefficient =CORREL(range 1, range 2) 41 43

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Attached is the dataset:

17) Looking at the graph on Pupal Mass vs Development Time, what type of graph is this?  (pie chart, column chart, bar chart, histogram, line graph, scatter plot, area chart.)

18) Using the appropriate formula, calculate the covariance to 3 decimals. covariance = , now convert it to a percentage: %

19) Is the covariance positive, negative or zero? . 

20) Are the variables dependent on one another?  (yes, no)

21) Using the appropriate formula, calculate the correlation coefficient to 3 decimals: r = 

22) Is the correlation positive, negative or zero?  

23) The null hypothesis was that development time has no effect on pupal mass. More stats need to be done, but based on the data collected so far, does it appear that they will reject the null? (yes or no) 

24) Which program did you use for your calculations?  (Excel or Sheets)

A.
DATA FOR: Pupal Mass
Sample
Mass (g)
Development Time (Days)
1
0.688
65
Frequency Distribution of Development Time
0.688
66
Frequency Distribution of Pupal Mass (g)
20
0.658
64
4
0.60
66
10
0.612
60
15
0.625
59
0.685
59
10
0.682
59
10
11
0.680
50
12
10
0.680
62
13
11
0.602
70
14
12
0.828
71
15
13
0.805
70
16
14
0.888
72
55.00
59.00
63.00
67.00
71.00
75.00
17
15
0.805
64
0.60
0.66
0.72
0.78
0.84
0.90
Development Time (Days)
18
15
0.822
64
19
16
0.601
64
Pupal Mass (g)
20
18
0.766
64
21
19
0.772
65
22
0.755
65
Development Time (Days) vs. Mass (g)
20
23
21
0.758
65
80
24
22
0.743
65
25
23
0.708
65
....
26
24
0.773
65
27
25
0.773
65
28
25
0.771
65
40
29
26
0.69
66
30
28
0.805
66
20
31
29
0.885
66
32
30
0.801
66
33
0.65
0.7
0.75
0.8
0.85
34
Па
mean =AVERAGE(range)
Mass (g)
35
konba
Transcribed Image Text:A. DATA FOR: Pupal Mass Sample Mass (g) Development Time (Days) 1 0.688 65 Frequency Distribution of Development Time 0.688 66 Frequency Distribution of Pupal Mass (g) 20 0.658 64 4 0.60 66 10 0.612 60 15 0.625 59 0.685 59 10 0.682 59 10 11 0.680 50 12 10 0.680 62 13 11 0.602 70 14 12 0.828 71 15 13 0.805 70 16 14 0.888 72 55.00 59.00 63.00 67.00 71.00 75.00 17 15 0.805 64 0.60 0.66 0.72 0.78 0.84 0.90 Development Time (Days) 18 15 0.822 64 19 16 0.601 64 Pupal Mass (g) 20 18 0.766 64 21 19 0.772 65 22 0.755 65 Development Time (Days) vs. Mass (g) 20 23 21 0.758 65 80 24 22 0.743 65 25 23 0.708 65 .... 26 24 0.773 65 27 25 0.773 65 28 25 0.771 65 40 29 26 0.69 66 30 28 0.805 66 20 31 29 0.885 66 32 30 0.801 66 33 0.65 0.7 0.75 0.8 0.85 34 Па mean =AVERAGE(range) Mass (g) 35 konba
26
24
0.773
65
27
25
0.773
65
28
25
0.771
65
29
26
0.60
66
30
28
0.805
66
31
29
0.885
66
30
0.801
66
33
34
п3
mean =AVERAGE(range)
median =MEDIAN(range)
mode =MODE(range)
standard deviation =STDEV(range)
variance =VAR(range)
coefficient of variation (SD/mean)
35
36
37
39
40
covariance =COVAR(range 1, range 2)
correlation coefficient =CORREL(range 1, range 2)
41
43
Transcribed Image Text:26 24 0.773 65 27 25 0.773 65 28 25 0.771 65 29 26 0.60 66 30 28 0.805 66 31 29 0.885 66 30 0.801 66 33 34 п3 mean =AVERAGE(range) median =MEDIAN(range) mode =MODE(range) standard deviation =STDEV(range) variance =VAR(range) coefficient of variation (SD/mean) 35 36 37 39 40 covariance =COVAR(range 1, range 2) correlation coefficient =CORREL(range 1, range 2) 41 43
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