IN 10 FREE THROWS, PAMELA MADE 3 SHOTS. WHAT IS THE EXPERIMENTAL PROBABILITY THAT PAMELA WILL MAKE HER NEXT FREE THROW?
probability approx number of times event occurs\total number of trials.
3 shots divided by 10 free throws = .3 is the probability of making next free throw.
helppp mee plz
To find the experimental probability of Pamela making her next free throw, we need to calculate the ratio of successful outcomes (made shots) to the total number of outcomes (total shots attempted).
Based on the given information, Pamela made 3 shots out of 10 attempts in the past. Therefore, the ratio of successful outcomes to the total number of outcomes is:
Number of successful outcomes: 3
Total number of outcomes: 10
To find the experimental probability, divide the number of successful outcomes by the total number of outcomes. In this case, it would be:
Experimental probability = Number of successful outcomes / Total number of outcomes
= 3 / 10
= 0.3 or 30%
So, the experimental probability that Pamela will make her next free throw is 0.3 or 30%.
To find the experimental probability that Pamela will make her next free throw, you need to determine the fraction of successful outcomes (made shots) out of the total number of outcomes (total shots). In this case, Pamela made 3 shots out of 10 attempts.
The formula for experimental probability is:
Experimental Probability = (Number of Successful Outcomes / Total Number of Outcomes)
Let's apply the formula to find the experimental probability:
Number of Successful Outcomes = 3 (since Pamela made 3 shots)
Total Number of Outcomes = 10
Experimental Probability = 3 / 10
Simplifying the fraction, we get:
Experimental Probability = 0.3
Therefore, the experimental probability that Pamela will make her next free throw is 0.3 or 30%.