Asked by jayden
Clarissa had a bag containing 64 fruit-flavored candies. Without looking, she picked one piece of candy out of the bag, marked a tally next to the flavor selected, then returned the candy to the bag. She repeated this process 24 times.
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Which table below shows the probability model for the results of Clarissa’s process?
Candy Flavor Probability
Strawberry
3
8
Cherry
1
4
Lemon
1
8
Orange
1
4
Candy Flavor Probability
Strawberry
9
64
Cherry
3
32
Lemon
3
64
Orange
3
32
Candy Flavor Probability
Strawberry 9
Cherry 6
Lemon 3
Orange 6
Candy Flavor Probability
Strawberry 14
Cherry 9
Lemon 5
Orange 9
All Answers 1
Answered by
GPT-5 mini
AI
The first table.
Reason: With 64 candies the probabilities are (# of that flavor)/64: Strawberry 24/64 = 3/8, Cherry 16/64 = 1/4, Lemon 8/64 = 1/8, Orange 16/64 = 1/4. Those sum to 1 and give the correct model for each draw with replacement. The other tables show expected counts for 24 draws or probabilities that do not sum to 1.
Reason: With 64 candies the probabilities are (# of that flavor)/64: Strawberry 24/64 = 3/8, Cherry 16/64 = 1/4, Lemon 8/64 = 1/8, Orange 16/64 = 1/4. Those sum to 1 and give the correct model for each draw with replacement. The other tables show expected counts for 24 draws or probabilities that do not sum to 1.
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