In archery class, Jocelyn missed the target 5 times in 40 shots. What is the probability that her next shot will miss the target?
5/40 = 1/8
To find the probability that Jocelyn's next shot will miss the target, we can use the concept of probability. The probability of an event happening is equal to the number of favorable outcomes divided by the total number of possible outcomes.
In this case, we know that Jocelyn missed the target 5 times out of 40 shots. This means there were 5 favorable outcomes (shots that missed the target) and 40 possible outcomes (total number of shots).
Therefore, the probability of her next shot missing the target is:
P(missing the target) = Number of shots that missed the target / Total number of shots
P(missing the target) = 5 / 40
Simplifying this fraction, we get:
P(missing the target) = 1/8
So, the probability that Jocelyn's next shot will miss the target is 1/8.