A) 13 : 4
B) 9 : 2
C) 7 : 3
D) 5 : 2
Correct Answer: C
Solution :
Let the present age of son be x yr. |
Man's age 10 yr ago \[=3(x-10)\] yr\[=(3x-30)\]yr |
Man's present age \[=(3x-30+10)\] yr \[=(3x-20)\]yr |
Man's age 10 yr hence \[=(3x-20+10)\]yr\[=(3x-10)\] yr |
Son's age 10 yr hence \[=(x+10)\]yr |
\[\therefore \] \[(3x-10)=2(x+10)\]\[\Rightarrow \]\[x=30\] |
Man's present age \[=(3x-20)\] yr = 70 yr |
Son's present age = 30 yr. |
\[\therefore \]Required ratio = 70 : 30 = 7 : 3 |
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