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Chapter 2: Problem 1

Translate from algebraic notation to words. \(16-9\)

Short Answer

Expert verified
'Sixteen minus nine.'

Step by step solution

01

Identify the Operation

First, identify the operation in the algebraic expression. Here, we have a subtraction operation, represented by the minus sign (-).
02

Identify the Numbers Involved

Next, look at the numbers involved in the expression. We have the numbers 16 and 9.
03

Translate to Words

Now, put it all together in words. The expression \(16 - 9\) translates to 'sixteen minus nine.'

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Key Concepts

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

translate expressions
To translate algebraic expressions into words, we start by understanding the mathematical notation used. Algebraic notation includes signs, symbols, and numeric values that can be translated into a language format. This skill is crucial because it helps to build a clear understanding of mathematical concepts. In our example, we have the expression: \(16 - 9\).The goal is to describe this expression in words. First, we identify the operation, which is subtraction here. Then, we identify the numbers - 16 and 9. Finally, we put it all together: 'sixteen minus nine'. This process converts the abstract mathematical notation into comprehensible language.
subtraction
Subtraction is one of the basic operations in arithmetic. It is represented by the minus sign (-). When translating algebraic expressions involving subtraction, it's important to note the order of the numbers because subtraction isn't commutative. This means that the order matters 鈥� for example, \(16 - 9\) is not the same as \(9 - 16\). Always keep the number before the minus sign ('minuend') and the number after it ('subtrahend') in their respective positions when translating to words. In the case of \(16 - 9\), 16 is the minuend and 9 is the subtrahend, resulting in 'sixteen minus nine'.
numbers in expressions
Understanding the numerical values in an algebraic expression is crucial for accurate translation. Numbers represent quantities and, in the context of algebra, they can stand alone or be part of an operation. For our expression \(16 - 9\), the numbers are 16 and 9. Each number has a specific role within the operation. When you encounter algebraic expressions with numbers, always ensure you identify and comprehend their roles. Even in more complex expressions, pinpointing and translating numbers correctly is essential for grasping the overall meaning.

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Most popular questions from this chapter

Translate from algebraic notation to words. \(36 \geq 19\)

In the following exercises, translate the given word phrase into an algebraic expression. The quotient of y and 3

In the following exercises, determine whether each given value is a solution to the equation. $$ \begin{array}{l}{ 7 v-3=4 v+36} \\ {\text { (a) } v=3 \quad \text { (b) } v=11}\end{array} $$

In the following exercises, find the prime factorization of each number. $$ 572 $$

In the following exercises, identify the coefficient of each term. $$ 6 y $$
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