Answer:
14
Explanation:
You want to know how old Mark is if he is 6 years younger than twice his brother's age, and their combined age is 24.
Relations
Let m and b represent Mark's age and his brother's age, respectively.
The given relations are ...
Solution
Solving the second equation for b, we have ...
b = 24 -m
Using that in the first equation gives ...
m = 2(24 -m) -6
m = 48 -2m -6
3m = 42 . . . . . . . . . add 2m, combine like terms
m = 14
Mark is 14 years old.
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Check
Mark's brother is 24 -14 = 10. Twice that less 6 is 2Ă—10 -6 = 14, which is Mark's age, as it should be.
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