TWo YEARS ago a father ws five times as old as his son. Two years later his age will be 8 more than three times the age of the son . Find the present age of father and son
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33 is the answer..............................
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Let's assume the age of the father is F and his son is S.
Now two years ago
(F-2) = 5(S-2)
F= 5S-8........(i)
Two year later from now
(F+2) = 3(S+2) + 8
F = 3S + 12........(ii)
equating equation (i) and (ii) we get
5S-8=3S + 12
S= 10 years.
substituting the value of S in equation (i) we get
F=42 years.
Now two years ago
(F-2) = 5(S-2)
F= 5S-8........(i)
Two year later from now
(F+2) = 3(S+2) + 8
F = 3S + 12........(ii)
equating equation (i) and (ii) we get
5S-8=3S + 12
S= 10 years.
substituting the value of S in equation (i) we get
F=42 years.
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