Mr Goyal is 27 years older than her daughter Rekha after 8 years he will be twice as old as Rekha find their percentage
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Answered by
2
let rekha's present age be x
therefore, mrs goel's present age is x+27
after 8 yrs...
rekha's age=x+8
mrs goel's age=x+27+8
according to the problem....
2(x+8)=x+27+8
2x+16=x+35
2x-x=35-16
x=19
rekha's present age=x=19yrs
therefore mrs goel's present age=x+27=(19+27)yrs=46yrs
therefore, mrs goel's present age is x+27
after 8 yrs...
rekha's age=x+8
mrs goel's age=x+27+8
according to the problem....
2(x+8)=x+27+8
2x+16=x+35
2x-x=35-16
x=19
rekha's present age=x=19yrs
therefore mrs goel's present age=x+27=(19+27)yrs=46yrs
Answered by
0
Let the age of Rekha be x years
age of Gopal = x + 27 years
After 8 years
2 (x + 8) = x + 27 + 8
2x + 16 = x + 35
2x - × = 35 - 16
x = 19
the age of Rekha = 19 years
the age of Goyal = x + 27
= 19 + 27
= 46
percentage = 19/ 46 × 100
= 950/23
= 41.30435
age of Gopal = x + 27 years
After 8 years
2 (x + 8) = x + 27 + 8
2x + 16 = x + 35
2x - × = 35 - 16
x = 19
the age of Rekha = 19 years
the age of Goyal = x + 27
= 19 + 27
= 46
percentage = 19/ 46 × 100
= 950/23
= 41.30435
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