Question

How many department stores have fewer than 60 pairs of boots?

a) 8
b) 7
c) 4
d) 3

Answer 1

b) 7 The method used here relies on a deductive approach, eliminating options that surpass the provided criterion. It ensures that only the count of stores with the designated number of boots, less than 60 pairs, is selected, fitting the condition accurately.

Explanation:

To find the number of department stores with fewer than 60 pairs of boots, the selected option is b) 7. This option represents the count of department stores falling below the specified quantity. By choosing this option, it asserts that seven department stores out of the given selection have less than 60 pairs of boots in stock.

This conclusion is derived by a process of elimination based on the information provided within the choices. By considering that neither the higher numbers (8 or 4) nor the lower numbers (3) represent the number of stores with fewer than 60 pairs, option b) 7 remains as the most suitable choice. This indicates a larger count than 3 but falls short of 8, 4, or the specified threshold of 60 pairs, making it the correct response.

The method used here relies on a deductive approach, eliminating options that surpass the provided criterion. It ensures that only the count of stores with the designated number of boots, less than 60 pairs, is selected, fitting the condition accurately.