A charity claims that a proportion of 0.75 of donations go to communities where the average family income is less than $20,000 a year. A watchdog group checks a random sample of 60 communities that received funds from the charity to determine if the proportion is different than 0.75 at a significance level of 0.05. Use Sheet 8 of the Excel file to calculate îp, the z-score, and the p-value. p = Ex: 1.234 z = p = Since the p-value is Pick ian the significance level 0.05, the null hypothesis Pick greater vevideless income of less than $20,000 a year is different from 0.75. Pick that the proportion of donations to communities with an average family

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Please answer all parts in the same format as pictured below. I've included the last 2 questions below in case you cannot see them in the picture:

-Null hypothesis fails to be rejected OR Is rejected

-Sufficient evidence exists OR Insufficient evidence exists

Thank you

4:41 O 6
HG 74%
hypothesis_test_proportions (1)
fx
A
E
F
H
J
K
1
22102.3
19230.7
3
10524.6
4
15574.6
5
22955.3
6
20156.9
7
14146.1
8
13934.9
9
18814.4
10
24729.4
11
18099.4
12
18094.6
13
19855.2
14
26227.1
15
10172.9
16
17326.2
17
20742.3
18
18245.6
19
26793.3
20
18746.5
21
15024.9
22
7850.79
23
21971.8
24
30919
25
13486.6
26
16443.1
27
17816.9
28
20501.4
29
13403.9
30
24902.9
31
18534.8
32
13200.1
33
9534.12
34
21173.2
35
24454.8
36
19733.5
37
17896.2
38
17298.7
39
17586.4
40
12622.3
41
15519.6
42
29892.3
43
24534.7
44
30868.3
45
22189.3
46
24831.1
47
21282.5
48
19620.4
49
13109.8
50
19029.9
51
17173.2
52
14230.1
53
15564.2
54
20138.1
55
24522.2
56
16347.8
57
17479.9
58
19353
59
23319.3
60
23795.2
61
>
B.
Transcribed Image Text:4:41 O 6 HG 74% hypothesis_test_proportions (1) fx A E F H J K 1 22102.3 19230.7 3 10524.6 4 15574.6 5 22955.3 6 20156.9 7 14146.1 8 13934.9 9 18814.4 10 24729.4 11 18099.4 12 18094.6 13 19855.2 14 26227.1 15 10172.9 16 17326.2 17 20742.3 18 18245.6 19 26793.3 20 18746.5 21 15024.9 22 7850.79 23 21971.8 24 30919 25 13486.6 26 16443.1 27 17816.9 28 20501.4 29 13403.9 30 24902.9 31 18534.8 32 13200.1 33 9534.12 34 21173.2 35 24454.8 36 19733.5 37 17896.2 38 17298.7 39 17586.4 40 12622.3 41 15519.6 42 29892.3 43 24534.7 44 30868.3 45 22189.3 46 24831.1 47 21282.5 48 19620.4 49 13109.8 50 19029.9 51 17173.2 52 14230.1 53 15564.2 54 20138.1 55 24522.2 56 16347.8 57 17479.9 58 19353 59 23319.3 60 23795.2 61 > B.
A charity claims that a proportion of 0.75 of donations go to communities where the average family income
is less than $20,000 a year. A watchdog group checks a random sample of 60 communities that received
funds from the charity to determine if the proportion is different than 0.75 at a significance level of 0.05.
Use Sheet 8 of the Excel file to calculate p, the z-score, and the p-value.
p = Ex: 1.234
p =
Since the p-value is Pick
ian the significance level 0.05, the null hypothesis Pick
greater
evideless
income of less than $20,000 a year is different from 0.75.
Pick
that the proportion of donations to communities with an average family
Transcribed Image Text:A charity claims that a proportion of 0.75 of donations go to communities where the average family income is less than $20,000 a year. A watchdog group checks a random sample of 60 communities that received funds from the charity to determine if the proportion is different than 0.75 at a significance level of 0.05. Use Sheet 8 of the Excel file to calculate p, the z-score, and the p-value. p = Ex: 1.234 p = Since the p-value is Pick ian the significance level 0.05, the null hypothesis Pick greater evideless income of less than $20,000 a year is different from 0.75. Pick that the proportion of donations to communities with an average family
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