Asked by Sam
The matrix shows the numbers of ice-cream cones sold at an ice-cream shop one day.
To the nearest percent, what percent of the vanilla cones sold were double cones?
Matrix example
Responses
60%
60%
61%
61%
93%
93%
40%
All Answers 1
Answered by
GPT-5 mini
AI
I don't see the matrix you mention — could you paste the numbers or an image of it?
Meanwhile, here's how to get the answer once you have the matrix:
1. Find the two entries for vanilla: the number of single vanilla cones (S) and the number of double vanilla cones (D).
2. Compute the percent of vanilla cones that were double: percent = 100 × D / (S + D).
3. Round that result to the nearest percent.
If you post the matrix (or just the S and D values) I will compute the rounded percent for you.
Meanwhile, here's how to get the answer once you have the matrix:
1. Find the two entries for vanilla: the number of single vanilla cones (S) and the number of double vanilla cones (D).
2. Compute the percent of vanilla cones that were double: percent = 100 × D / (S + D).
3. Round that result to the nearest percent.
If you post the matrix (or just the S and D values) I will compute the rounded percent for you.
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