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Chapter 2: Problem 20

Translate from algebraic notation to words. \(3 \leq 20 \div 4\)

Short Answer

Expert verified
'3 is less than or equal to 5'.

Step by step solution

01

Understand the Inequality Sign

The symbol \( \leq \) stands for 'less than or equal to'.
02

Translate the Division Expression

The expression \( 20 \div 4 \) translates to '20 divided by 4'.
03

Combine Division with Inequality

Now combine everything: The given expression \( 3 \leq 20 \div 4 \) translates to '3 is less than or equal to the result of 20 divided by 4'.
04

Evaluate the Division

Evaluate the division part: \( 20 \div 4 = 5 \). So, rewrite the statement as '3 is less than or equal to 5'.

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Key Concepts

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

Understanding Inequality Symbols
In algebra, inequality symbols help compare the size of two expressions or values. Here are the common inequality symbols and their meanings:

  • \bum{\bfsymbol ** > **}: greater than
  • {\bf> \(\bum{\bf\bum\)\bum{\bmsymbol\bum{\bf}{4s\bf1\bum{\bmsymbol

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Most popular questions from this chapter

In the following exercises, solve each equation using the addition property of equality. $$ f-55=123 $$

In the following exercises, translate from an algebraic equation to English phrases. $$ 6 \cdot 4 $$

In the following exercises, identify each number as prime or composite. $$ 121 $$

In the following exercises, simplify, using the order of operations. $$ (8+4) \div 3+1 $$

In the following exercises, translate each English sentence into an algebraic equation and then solve it. the sum of \(a\) and 129 is 164
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