Sam is 25 years old and his Coach is 75 years old.
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Can set this up with variables x and y. X = Sam's Age, Y = Coach's Age.
Our first equation: 3X = Y
second equation: 6(X-15) = Y - 15, Let us expand this equation: 6X - 90 = Y - 15, or 6X - 75 = Y.
Now let us set these equations equal to each other: 6X - 75 = Y and 3X = Y,
so 6X - 75 = 3X
3X = 75, X = 25 - so at current age Sam is 25 years old and his Coach is 75 years old.
You can double check by subtracting 15 from both ages and seeing if Sam's age (25-15=10) multiplied by 6 is equal to the Coach's age (75-15) - which it is: 60.
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Another pair of equations in the present:
C = 3S
C-15 = 6(S-15) and substitute 3S for C
3S - 15 = 6S - 90
3S = 6S - 75
3S = 75
S = 25, C = 75
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