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Answer :
The regular price at store A is $62.50, and the regular price at store B is $66.67. This corresponds to option (c).
Let's denote the regular price of the item as P. According to the given information, store A sells the item for 20% off its regular price, which means the sale price is 80% of the regular price. We are also told that this sale price of $50 is 75% of the regular price at store B. Therefore, we can set up the following equation:
0.80P = 50 (sale price at store A)
0.75P = 50 (sale price at store B)
Solving these equations, we find that the regular price at store A is P = $62.50 and the regular price at store B is P = $66.67. Thus, option (c) is the correct answer, stating that the regular price at store A is $62.50 and the regular price at store B is $66.67.
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