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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

If the product of two distinct integers is \(91,\) then which of the following values could represent the sum of the two integers? Indicate all possible values. a. -92 b. -91 c. 7 d. 13 e. 20

Quantity_A \(4\left(\frac{1}{2} x+2 y\right)\) Quantity B \\[2 x+8 y\\] 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

What is the value of the ones digit for the sum of all of the distinct prime integers less than \(20 ?\) a. 4 b. 5 c. 6 d. 7 e. 8

If a prime number, \(p,\) is squared and the result is added to the next prime number greater than \(p\) which of the following integers could be the resulting sum? Indicate all such integers. a. 3 b. 4 c. 7 d. 14 e. 58 f. 60 g. 65 h. 69

Quantity \(\mathbf{A}\) The greatest number of distinct nonnegative consecutive integers whose sum is less than 22 Quantity_B 6 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.
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