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Alex is ordering salads and drinks for his friends. Salads cost $8 each, drinks cost $4 each, and there is a $6 delivery charge per order. He has $70. If he buys 4 salads, what is the maximum number of drinks he can buy?

A. 8
B. 9
C. 13
D. 12

1 Answer

3 votes

Final answer:

After purchasing 4 salads and accounting for the delivery charge, Alex can spend the remaining $32 of his $70 budget on drinks. Each drink costs $4, so he can buy a maximum of 8 drinks.

Step-by-step explanation:

The problem involves determining the maximum number of drinks Alex can buy with his remaining budget after purchasing salads and accounting for a delivery charge. First, let's calculate the total cost of the salads and the delivery charge:
Cost of 4 salads = 4 × $8 = $32
Delivery charge = $6
Total cost for salads and delivery = $32 + $6 = $38

Alex has $70, so the remaining budget for drinks is:
Remaining budget = Total budget - Total cost for salads and delivery
Remaining budget = $70 - $38 = $32

Now, we divide the remaining budget by the cost of each drink to find the maximum number of drinks he can buy:
Cost per drink = $4
Maximum number of drinks = Remaining budget ÷ Cost per drink
Maximum number of drinks = $32 ÷ $4
Maximum number of drinks = 8

Hence, the correct answer is A. 8 drinks.

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