Mrs goelis 27 years older than her daughter Raksha after 8 years he will be twice as old as Raksha find the present age
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2
let raksha presen age is 'x' &oelies 'y'
now. y-x=27 (given)
or y=27+x
also (x+8)*2=y+8
or2x+16=y+8
or2x-y=-8
or 2x-(27+x)=-8. (since y=27+x)
or x= -8+27
or. x=19 years. (age of raksha)
age of goelis is 19+27= 46 years
now. y-x=27 (given)
or y=27+x
also (x+8)*2=y+8
or2x+16=y+8
or2x-y=-8
or 2x-(27+x)=-8. (since y=27+x)
or x= -8+27
or. x=19 years. (age of raksha)
age of goelis is 19+27= 46 years
Answered by
0
Let the age of Raksh be x
Then, age of Goel = x+27
After 8 years,
age of Raksha = x+8
Age of Goel = x+27+8
= x+35
As per given condition
2(x+8) = x+35
2x + 16 = x+35
2x - x = 35-16
x = 19
So
Age of daughter (Raksha) = x
= 19 years
Age of Mother (Goel) = x+27
= 19 + 27
= 46 years.
If you satisfied mark it brainliest.
Then, age of Goel = x+27
After 8 years,
age of Raksha = x+8
Age of Goel = x+27+8
= x+35
As per given condition
2(x+8) = x+35
2x + 16 = x+35
2x - x = 35-16
x = 19
So
Age of daughter (Raksha) = x
= 19 years
Age of Mother (Goel) = x+27
= 19 + 27
= 46 years.
If you satisfied mark it brainliest.
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