Mcguire Maxwell
02/26/2023 · High School
If a store is chosen at random at Mayfair Mall, 5. what is the probability of choosing a store that sells "other" items or clothing? \( 54 / 61 \) \( 61 / 54 \) \( 108 / 122 \) \( 122 / 108 \)
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Step-by-step Solution
To find the probability of choosing a store that sells "other" items or clothing, we need to know the total number of stores and the number of stores that sell "other" items or clothing.
From the options provided, it seems like we have two numbers: 54 and 61.
If we assume that:
- 54 represents the number of stores that sell "other" items or clothing,
- 61 represents the total number of stores,
Then the probability \( P \) of choosing a store that sells "other" items or clothing can be calculated as:
\[
P = \frac{\text{Number of stores that sell "other" items or clothing}}{\text{Total number of stores}} = \frac{54}{61}
\]
Thus, the probability of choosing a store that sells "other" items or clothing is \( \frac{54}{61} \).
So the correct answer is:
\(\frac{54}{61}\)
Quick Answer
\( \frac{54}{61} \)
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