Question

Mu is walking laps to raise money for charity. For each lap she walks, her sponsors will donate \$7$7dollar sign, 7. Mu has walked lll laps and raised a total of \$105$105dollar sign, 105. Write an equation to describe this situation

Answer 1

To write an equation to describe this situation, we need to consider the number of laps (l) that Mu has walked and the total amount of money raised ($105). The equation to describe this situation is l = 15.

Step-by-step explanation:

To write an equation to describe this situation, we need to consider the number of laps (l) that Mu has walked and the total amount of money raised ($105). We are given that for each lap she walks, her sponsors will donate $7. So, we can represent the total amount of money raised as a product of the number of laps and the donation amount per lap:

l * 7 = 105

Simplifying this equation, we have:

l = \frac{105}{7}

So, the equation to describe this situation is:

l = 15

Answer 2

The equation to represent Mu's charity lap-walking where her sponsors donate $7 per lap and Mu has raised $105 in total is 7 × l = 105, where l is the number of laps. Dividing both sides by 7 gives us l = 15, therefore, Mu walked 15 laps.

Step-by-step explanation:

To write an equation that describes Mu's charity lap-walking situation, let's use the variable l to represent the number of laps Mu walks. For each lap, the sponsors donate $7, so we can say that the total amount of money raised, which is $105, is equal to 7 times the number of laps. Therefore, the equation to describe this situation is:

7 × l = 105

Where l is the number of laps. To find out how many laps she walked, we can solve for l by dividing both sides of the equation by 7:

l = 105 ÷ 7

After performing the division, we find that:

l = 15

So, Mu walked 15 laps to raise $105 for charity.