SOLUTION: When george was 12 his father was 3 times his age. Now his father his only twice his age. How old are they now. Please show working out

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Question 997453: When george was 12 his father was 3 times his age. Now his father his only twice his age. How old are they now.
Please show working out

Answer by MathTherapy(10557)   (Show Source): You can put this solution on YOUR website!
When george was 12 his father was 3 times his age. Now his father his only twice his age. How old are they now.
Please show working out
When George was 12, his father was thrice his age, or his father was 36
Their age difference, which will never change is: 36 - 12, or 24
With George's age being G, and his father's, F, we get: F - G = 24 ------ eq (i)
Currently, father is twice George's age, so we can say that: F = 2G ----- eq (ii)
2G - G = 24 -------- Substituting 2G for F in eq (i)
G, or George is: years-old
Father is: 2(24), or years-old
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