A store owner has $2,578 to spend on shirts for an upcoming sale. Each shirt costs the store owner $17.

What is the maximum number of shirts the store owner can purchase?

1 answer

To determine the maximum number of shirts the store owner can purchase, we divide the total amount of money available by the cost of each shirt.

Total money available: $2,578 Cost per shirt: $17

Now, perform the division:

\[ \text{Maximum number of shirts} = \frac{2578}{17} \]

Calculating the division:

\[ 2578 \div 17 = 151.05882352941 \]

Since the store owner cannot purchase a fraction of a shirt, we take the whole number part, which is 151.

To verify, we can multiply the number of shirts by the cost per shirt:

\[ 151 \times 17 = 2567 \]

Calculating the remaining money:

\[ 2578 - 2567 = 11 \]

Since the store owner cannot afford another shirt (as $17 > 11), we confirm that the maximum number of shirts the store owner can purchase is:

\[ \boxed{151} \]