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Kamayani married 5 years back. Today her age is 4/3 times her age at the time of her marriage and her daughter is 1/4 of her age. Find the ratio of Kamayani age to her dauhgter’s age after 8 years? 
  • a)
    21:13
  • b)
    24:11
  • c)
    28:13
  • d)
    13:15
Correct answer is option 'C'. Can you explain this answer?
Verified Answer
Kamayani married 5 years back. Today her age is 4/3 times her age at t...
Let the present age of Kamayani = x years
According to questions,
x = 4/3 (x – 5)
3x = 4x – 20
Therefore, x = 20 years
Present age of Kamayani’s daughter = 20/4 = 5 years
Now, required ratio = (20 + 8):(5 + 8) = 28:13
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Most Upvoted Answer
Kamayani married 5 years back. Today her age is 4/3 times her age at t...
Let's assume Kamayani's age at the time of her marriage was x.
According to the given information, her age today is 4/3 times her age at the time of her marriage, so her current age is (4/3)*x.
Her daughter's age is 1/4 of her age, so her daughter's age is (1/4)*(4/3)*x = (1/3)*x.
Therefore, the ratio of Kamayani's age to her daughter's age is (4/3)*x : (1/3)*x = 4 : 1. Answer: \boxed{4 : 1}.
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Kamayani married 5 years back. Today her age is 4/3 times her age at the time of her marriage and her daughter is 1/4 of her age. Find the ratio of Kamayani age to her dauhgter’s age after 8 years?a)21:13b)24:11c)28:13d)13:15Correct answer is option 'C'. Can you explain this answer?
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