the sum of the ages of Seema and Gaurav is 31 yrs. After 10 yrs, the ratio of their ages will be 8:9. Find their present ages.
Answers
Answered by
12
let seema's present age be x and gaurav's be y
x+y=31
after 10 years
x+10:y+10=8:9
after solving these 2 eqns u will get teh answer as
x=14
and y =17
x+y=31
after 10 years
x+10:y+10=8:9
after solving these 2 eqns u will get teh answer as
x=14
and y =17
Answered by
7
S + G = 31 years - eq 1
S+ 10 : G+10 = 8 : 9
9 (S+10) = 8 ( G+10 )
9 S = - 10 + 8 G -- eq 2
Multiply equation 1 by 8 and add to equation 2
17 S = 238
S = 14 years
G = 17 years
S+ 10 : G+10 = 8 : 9
9 (S+10) = 8 ( G+10 )
9 S = - 10 + 8 G -- eq 2
Multiply equation 1 by 8 and add to equation 2
17 S = 238
S = 14 years
G = 17 years
chinmayimatt:
thank you
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