Write an expression to represent: 3 times the sum of 2 and x.

Identify Components: Identify the components of the expression. We need to find an expression for 3 times the sum of 2 and a variable x. This means we will first find the sum of 2 and x, and then multiply that sum by 3.Write Sum of 2 and x: Write the sum of 2 and x. The sum of 2 and x is written as (2 + x).Multiply by 3: Multiply the sum by 3. To multiply the sum by 3, we place the number 3 outside the parentheses that contain the sum of 2 and x. This gives us the expression 3 * (2 + x).Check Expression: Check the expression. We have the expression 3 * (2 + x), which represents 3 times the sum of 2 and x. There are no calculations to perform at this step, so we just need to ensure that the expression is written correctly according to the order of operations. The expression is correct as it stands.

Resources

Testimonials

Plans

Resources

Testimonials

Plans

AI tutor

Welcome to Bytelearn!

Let’s check out your problem:

Write an expression to represent:
3 times the sum of 2 and
x.

Write an expression to represent: $\newline$ $3$ times the sum of $2$ and $x$ .

View step-by-step help

Home

Math Problems

Grade 7

Complete multiplication and division equations with integers

Full solution

Q. Write an expression to represent:

\newline

3

times the sum of

2

and

x

Identify Components: Identify the components of the expression. $\newline$ We need to find an expression for $3$ times the sum of $2$ and a variable $x$ . This means we will first find the sum of $2$ and $x$ , and then multiply that sum by $3$ .
Write Sum of $2$ and x: Write the sum of $2$ and x. $\newline$ The sum of $2$ and x is written as $(2 + x)$ .
Multiply by $3$ : Multiply the sum by $3$ . $\newline$ To multiply the sum by $3$ , we place the number $3$ outside the parentheses that contain the sum of $2$ and $x$ . This gives us the expression $3 \times (2 + x)$ .
Check Expression: Check the expression. $\newline$ We have the expression $3 \times (2 + x)$ , which represents $3$ times the sum of $2$ and $x$ . There are no calculations to perform at this step, so we just need to ensure that the expression is written correctly according to the order of operations. The expression is correct as it stands.