Answer: =74.7%
Explanation:
Given: The percentage of residents in the neighborhood hire gardeners=25.3%
i.e. The probability of residents in the neighborhood hire gardeners=0.253
Let A denote the event of hiring gardeners.
Then

We know that for any event A , the probability of not occuring the event A will be given by :-


Hence, the probability that that someone in the neighborhood does not hire a gardener=74.7%