abel belle, and cindy have $408 altogether. belle has $7 more than cindy $5 more than abel how much does abel have

This is hard

To find out how much Abel has, we can use algebraic expressions. Let's denote the amount of money Abel has as 'x'.

We know that Belle has $7 more than Cindy, so Belle's amount is 'x + $7'.
We also know that Belle has $5 more than Abel, so Belle's amount is 'x + $5'.

According to the given information, the total amount they have together is $408. So we can set up the equation:

x + (x + $7) + (x + $5) = $408

Now, let's solve for 'x':

3x + $12 = $408
3x = $408 - $12
3x = $396
x = $396 / 3
x = $132

Therefore, Abel has $132.

The answer is 135. You take 408 add 7 and 5 to get 420. Take 420 and divide by 3, which you get 140. Then you take that number and subtract 5 and then there you have your answer for Abel. If you want Cindy's then just subtract 2 and you get 133 (135-2). Then to check your answer then you add them all up 140+135+133 to get 408