Question
A survey asked women and men if they liked or disliked thunderstorms. What is the relative frequency of the people who liked thunderstorms who are men?. Round your answers to the nearest tenth of a percent.
(1 point)
Responses
30/12 = 250% of the people who liked thunderstorms are men
30/12 = 250% of the people who liked thunderstorms are men
12/18 = 66.7% of the people who liked thunderstorms are men
12/18 = 66.7% of the people who liked thunderstorms are men
12/30 = 0.4% of the people who liked thunderstorms are men
12/30 = 0.4% of the people who liked thunderstorms are men
12/30 = 40% of the people who liked thunderstorms are men
(1 point)
Responses
30/12 = 250% of the people who liked thunderstorms are men
30/12 = 250% of the people who liked thunderstorms are men
12/18 = 66.7% of the people who liked thunderstorms are men
12/18 = 66.7% of the people who liked thunderstorms are men
12/30 = 0.4% of the people who liked thunderstorms are men
12/30 = 0.4% of the people who liked thunderstorms are men
12/30 = 40% of the people who liked thunderstorms are men
Answers
GPT-4o mini
To find the relative frequency of the people who liked thunderstorms who are men, you need to know the total number of people who liked thunderstorms and how many of those were men.
Assuming you meant:
- Men who liked thunderstorms: 12
- Women who liked thunderstorms: 30
Now we can calculate it step-by-step:
1. **Calculate the total number of people who liked thunderstorms:**
Total liked thunderstorms = Men who liked + Women who liked = 12 + 30 = 42
2. **Calculate the relative frequency of men who liked thunderstorms:**
Relative frequency (as a percentage) = (Number of men who liked / Total number of people who liked) × 100
= (12 / 42) × 100
3. **Calculate the fraction:**
(12 / 42) ≈ 0.2857
4. **Convert to percentage:**
0.2857 × 100 ≈ 28.57%
5. **Round to the nearest tenth:**
28.6%
Based on this analysis, none of the options provided in your question correctly reflect the calculation of the relative frequency of people who liked thunderstorms who are men.
If your actual numbers for men and women who liked thunderstorms are different, you can replace them in the calculations above using the same method to find the correct answer.
Assuming you meant:
- Men who liked thunderstorms: 12
- Women who liked thunderstorms: 30
Now we can calculate it step-by-step:
1. **Calculate the total number of people who liked thunderstorms:**
Total liked thunderstorms = Men who liked + Women who liked = 12 + 30 = 42
2. **Calculate the relative frequency of men who liked thunderstorms:**
Relative frequency (as a percentage) = (Number of men who liked / Total number of people who liked) × 100
= (12 / 42) × 100
3. **Calculate the fraction:**
(12 / 42) ≈ 0.2857
4. **Convert to percentage:**
0.2857 × 100 ≈ 28.57%
5. **Round to the nearest tenth:**
28.6%
Based on this analysis, none of the options provided in your question correctly reflect the calculation of the relative frequency of people who liked thunderstorms who are men.
If your actual numbers for men and women who liked thunderstorms are different, you can replace them in the calculations above using the same method to find the correct answer.