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Chapter 10: Problem 2

A bookstore will only order books that come in complete cases. Each case has 150 books and \(\operatorname{costs} \$ 1,757\) Quantity \(\mathbf{A}\) The number of books that can be ordered for \(\$ 10,550\) Quantity_B The number of books that can be ordered for \(\$ 12,290\) a. Quantity A is greater. b. Quantity B is greater. c. The two quantities are equal. d. The relationship cannot be determined from the information given

Short Answer

Expert verified
b. Quantity B is greater

Step by step solution

01

Calculate Quantity A

We know that each case of 150 books costs $1,757. Therefore, the number of books that can be ordered for $10,550 can be calculated as \( \frac{10550}{1757} \times 150 \). By doing this calculation we find that approx 900 books can be purchased for $10,550.
02

Calculate Quantity B

Similarly, the number of books that can be ordered for $12,290 is \( \frac{12290}{1757} \times 150 \). By doing this calculation we find that approximately 1,050 books can be purchased for $12,290.
03

Compare Quantity A & Quantity B

Clearly, we can order more books with $12,290 than $10,550. So, Quantity B is greater than Quantity A.

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Most popular questions from this chapter

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