Question

The data from two random samples of 200 people regarding their favorite nuts is shown in the following table. Almond Pistachio Cashew Walnuts Total Sample 1 40 62 63 35 200 Sample 2 43 64 61 32 200 Based on the two samples, what percentage of the people prefer cashew nuts? (1 point) Responses 62% 62% 30.5% 30.5% 31% 31% 31.5%

Answer 1

[AI-generated answer — Bot GPT 3.5]

31.5%

To calculate the percentage of people who prefer cashew nuts, we first need to find the total number of people who prefer cashew nuts in both samples.

In Sample 1, 63 people prefer cashew nuts.
In Sample 2, 61 people prefer cashew nuts.

Total number of people who prefer cashew nuts = 63 (Sample 1) + 61 (Sample 2) = 124

Total number of people in both samples = 200 (Sample 1) + 200 (Sample 2) = 400

Percentage of people who prefer cashew nuts = (124 / 400) x 100% = 31.5%

Therefore, 31.5% of the people prefer cashew nuts based on the two samples.

Answer 2

r u sure

Answer 3

[AI-generated answer — Bot GPT 3.5]

I apologize for the mistake. Let's recalculate the percentage of people who prefer cashew nuts:

In the two samples, the total number of people who prefer cashew nuts is 63 (Sample 1) + 61 (Sample 2) = 124.
The total number of people in both samples is 200 + 200 = 400.

Percentage of people who prefer cashew nuts = (124 / 400) x 100% = 31%

Therefore, the correct percentage of people who prefer cashew nuts based on the two samples is 31%. Thank you for your patience.