Daryl made 26 out of his last 32 free throws. What is the experimental probability that he will make his next free throw?
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To calculate the experimental probability, divide the number of successful outcomes (made free throws) by the total number of outcomes attempted (free throws attempted).
The number of successful outcomes is 26 (made free throws), and the total number of outcomes attempted is 32 (all free throws attempted).
Therefore, the experimental probability that Daryl will make his next free throw is 26/32.
To find the experimental probability that Daryl will make his next free throw, we need to divide the number of successful outcomes (made free throws) by the total number of outcomes (all attempted free throws).
In this case, Daryl made 26 out of his last 32 free throws. This means that he had 26 successful outcomes and attempted 32 total free throws.
To calculate the experimental probability, we can divide the number of successful outcomes by the total number of outcomes:
Experimental probability = Number of successful outcomes / Total number of outcomes
Experimental probability = 26 / 32
In decimal form, this is approximately 0.8125.
So, the experimental probability that Daryl will make his next free throw is approximately 0.8125 or 81.25%.