Use the following scenario to answer questions 3-5. In archery class, Jocelyn missed the target 5 times in 40 shots.
What is the probability that on her next shot will miss the target?
(Write answer as a fraction in simplest form)
p(miss) = 5 / 40 = 1/8
what about- Use the following scenario to answer questions 3-5. In archery class, Jocelyn missed the target 5 times in 40 shots.
In her next 160 shots, how many times would you expect Jocelyn to miss the target?
To find the probability that Jocelyn will miss the target on her next shot, we need to first calculate the probability of her missing the target in the given scenario.
In the scenario, Jocelyn missed the target 5 times out of 40 shots. So, the probability of missing the target in a single shot can be calculated by dividing the number of times she missed (5) by the total number of shots (40):
Probability of missing the target = Number of times missed / Total number of shots
= 5 / 40
= 1 / 8
Therefore, the probability of Jocelyn missing the target on her next shot is 1/8.