Marisol burned 
\[670\] calories while exercising on Monday. If Ling burned 
\[x\] fewer calories while exercising than Marisol did, which of the following represents the number of calories Ling burned while exercising?

The problem states that Marisol burned 670 calories and that Ling burned \(x\) fewer calories than Marisol. 

To represent the number of calories Ling burned, you would subtract \(x\) from the number of calories Marisol burned:

\[
670 - x
\]

Thus, the number of calories Ling burned is represented by \(670 - x\).

Would you like more details or have any questions?

Here are 5 related questions:
1. If Ling burned 50 fewer calories than Marisol, how many calories did Ling burn?
2. If Marisol burned 670 calories and Ling burned 10% fewer calories, how can you calculate the number of calories Ling burned?
3. If Ling burned twice as many calories as Marisol, what would be the expression for the calories Ling burned?
4. If \(x = 150\), how many calories did Ling burn compared to Marisol?
5. If Ling burned \(670 - x\) calories for 5 days, how can you calculate the total number of calories Ling burned?

**Tip**: When dealing with expressions that involve "fewer than" or "less than," always subtract from the larger value.

Marisol burned 670 calories while exercising on Monday. If Ling burned x fewer calories while exercising than Marisol did, which of the following represents the number of calories Ling burned while exercising?

This page provides a step-by-step explanation of how to solve a word problem involving calories burned by Marisol and Ling. The problem uses basic algebra and subtraction to calculate how many calories Ling burned based on Marisol's data. Ideal for students in Grades 6-8.

Math Problem Statement

Solution

Ask a new question for Free

By Image

Math Problem Analysis

Mathematical Concepts

Formulas

Theorems

Suitable Grade Level

Related Recommendation