The table below gives the number of people that bought either product A, B, or C and their gender. Use the table to complete the 95% confidence intervals. What are the answers to the following four questions? Gender/Product Product A Product B Product C Total Male 20 40 35 95 Female 30 30 50 110 Total 50 70 85 205   Get a 95% confidence interval for the percentage of females that choose product B. How many more females would you need to sample to reduce your margin of error to 3%? Get a 95% confidence interval for the percentage of Product C that are purchased by males.

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Author:Amos Gilat
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The table below gives the number of people that bought either product A, B, or C and their gender. Use the table to complete the 95% confidence intervals.

What are the answers to the following four questions?

Gender/Product

Product A

Product B

Product C

Total

Male

20

40

35

95

Female

30

30

50

110

Total

50

70

85

205

 

  1. Get a 95% confidence interval for the percentage of females that choose product B.

  2. How many more females would you need to sample to reduce your margin of error to 3%?

  3. Get a 95% confidence interval for the percentage of Product C that are purchased by males.

  4. How many more units of product C must be sampled to reduce the margin of error to 3%?


Directions 14: The table below gives the number of people that bought either product A,
B, or C and their gender. Use the table to complete the 95% confidence intervals.
What are the answers to the following four questions?
Gender/Product
Product A
Product B
Product C
Total
Male
20
40
35
95
Female
30
30
50
110
Total
50
70
85
205
1. Get a 95% confidence interval for the percentage of females that choose product B.
2. How many more females would you need to sample to reduce your margin of error to 3%?
3. Get a 95% confidence interval for the percentage of Product C that are purchased by males.
4. How many more units of product C must be sampled to reduce the margin of error to 3%?
Transcribed Image Text:Directions 14: The table below gives the number of people that bought either product A, B, or C and their gender. Use the table to complete the 95% confidence intervals. What are the answers to the following four questions? Gender/Product Product A Product B Product C Total Male 20 40 35 95 Female 30 30 50 110 Total 50 70 85 205 1. Get a 95% confidence interval for the percentage of females that choose product B. 2. How many more females would you need to sample to reduce your margin of error to 3%? 3. Get a 95% confidence interval for the percentage of Product C that are purchased by males. 4. How many more units of product C must be sampled to reduce the margin of error to 3%?
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