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Chapter 1: Problem 607

Translate each phrase to math notation and then simplify. Twice 524

Short Answer

Expert verified
1048

Step by step solution

01

Understand the Phrase

The phrase given is 'Twice 524'. This means we need to multiply 524 by 2.
02

Write in Math Notation

Translate 'Twice 524' into mathematical notation: \( 2 \times 524 \)
03

Simplify the Expression

Perform the multiplication to find the simplified result: \( 2 \times 524 = 1048 \)

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Key Concepts

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

multiplication
Multiplication is one of the basic operations in mathematics. It involves calculating the total of one number added to itself a specified number of times. For instance, when we multiply 2 by 524, it means we are adding 524 to itself twice. The expression can be written in mathematical notation as:
i.e., \(2 \times 524\).
It鈥檚 important to understand that multiplication can also be thought of as repeated addition. So, \(2 \times 524\) is the same as adding 524 two times, which gives us 1048. This operation simplifies problems and makes it easier to handle large numbers.
simplifying expressions
Simplifying expressions is the process of reducing them to their simplest form. It involves performing all possible arithmetic operations to come up with a single number or a polynomial with as few terms as possible.
In our example, 'Twice 524' translates to \(2 \times 524\). By performing the multiplication, we simplify it to 1048.
To simplify correctly:
  • Translate the phrase to a mathematical expression.
  • Perform the indicated operation(s).
  • Write the expression in its simplest form.
basic arithmetic
Basic arithmetic forms the foundation for understanding higher levels of math. It includes operations like addition, subtraction, multiplication, and division.
For the problem, 'Twice 524', we focus on multiplication, which is a fundamental arithmetic operation. It鈥檚 crucial to feel comfortable with these basics, as they are the building blocks for more complex mathematical concepts.
Steps involved in basic arithmetic operations:
  • Identify the operation required based on the problem statement.
  • Perform the operation step-by-step.
  • Check your work to ensure accuracy.

By mastering basic arithmetic, you can simplify and solve a wide range of mathematical problems efficiently.

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Most popular questions from this chapter

Simplify. $$73+89$$

Translate each phrase into math notation and then simplify. 11 increased by 8

Simplify. $$733-291$$

Divide. Then check by multiplying. $$\frac{97}{1}$$

Multiply. $$(601)(943)$$
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