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Chapter 1: Problem 39

Copies of this book are usually shipped from the warehouse in cartons containing 24 books each. How many cartons are needed to ship 1344 books?

Short Answer

Expert verified
56 cartons

Step by step solution

01

Determine the Number of Books per Carton

Each carton contains 24 books. This information will be used to find out how many cartons are needed.
02

Set Up the Division Problem

To find out how many cartons are needed for 1344 books, divide the total number of books by the number of books in each carton.
03

Perform the Division

Calculate \( \frac{1344}{24} \).
04

Simplify the Division

Perform the division: \( 1344 \div 24 = 56 \).
05

Interpret the Result

The result of the division tells us the number of cartons needed. Since the result is 56, 56 cartons are needed to ship 1344 books.

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Key Concepts

These are the key concepts you need to understand to accurately answer the question.

Book Shipments
Shipping books is a common task for bookstores, warehouses, and online sellers. Understanding the logistics of book shipments is essential.
One key aspect is knowing how many books can fit into a single carton. This helps calculate how many cartons are required to ship a large number of books.
In this scenario, each carton holds 24 books. If you need to ship thousands of books, it's crucial to determine the number of cartons needed accurately. For instance, if you have 1344 books, knowing the carton capacity allows you to work out the exact number of cartons necessary for shipment.
Calculating Cartons
Once you know the number of books per carton, calculating the total number of cartons needed is straightforward.
Here's a step-by-step breakdown of the process:
    \t
  • Identify the total number of books you need to ship. In this case, it's 1344 books.
    • \t
  • Determine the number of books each carton can hold, which is 24 books per carton.
    • \t
  • Set up a division problem where you divide the total number of books by the number of books per carton.
    • \t
  • Solve the division problem: \[\frac{1344}{24}\]\.
    • \t
  • The result will tell you the number of cartons needed. Here, the result is 56, meaning you'll need 56 cartons to ship all 1344 books.
Calculating the number of cartons ensures efficient packing and shipping, saving time and resources.
Basic Arithmetic
Basic arithmetic is essential for everyday problems, like figuring out shipping requirements. Division is particularly useful for distributing items evenly across containers, like shipping cartons.
Let's break down the division of 1344 books into cartons that hold 24 books each:
    \t
  • Start by dividing the total number of books by the number of books per carton: \(\frac{1344}{24}\)\.
    • \t
  • Perform the division: 1344 divided by 24 equals 56.
    • \t
  • The result, 56, is the number of cartons required.
So, through basic division, you find that you need 56 cartons. Mastering basic arithmetic helps in solving real-life problems efficiently and accurately.

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Most popular questions from this chapter

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