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Lance had $168 and Mabel had $88 at first. After they each spent an equal amount of money, Lance had 5 times as much money as Mabel. How much did each of them spend?​

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answer:

To solve this problem, let's break it down step by step:

1. Lance had $168 and Mabel had $88 at first.

2. Let's assume they both spent x dollars each.

3. After spending, Lance had 5 times as much money as Mabel.

4. So, Lance had 5 times Mabel's money, which means Lance had 5 * (88 - x) dollars.

5. Since Lance started with $168, we can write the equation: 5 * (88 - x) = 168.

6. Now, let's solve the equation to find the value of x.

- First, divide both sides by 5 to isolate (88 - x): (88 - x) = 168 / 5.

- Simplify the right side: (88 - x) = 33.6.

- Subtract 88 from both sides: -x = 33.6 - 88.

- Simplify: -x = -54.4.

- Multiply both sides by -1 to solve for x: x = 54.4.

7. Therefore, each of them spent $54.4.

So, Lance and Mabel each spent $54.4.

i used the funni for this one <3

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