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Ritu married 6 years ago. Today her age is 5/4 times her age at the time of her marriage. Her daughter age is 1/5 of her age. What is the ratio of ritu age to her daughter age after 6 years?
- a)2:1
- b)3:1
- c)4:3
- d)5:2
- e)None of these
Correct answer is option 'B'. Can you explain this answer?
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Verified Answer
Ritu married 6 years ago. Today her age is 5/4 times her age at the ti...
R = (5/4)*(R – 6)
R = 30 years and daughter age = 30/5 = 6 years.
After 6 years ratio will be = 36/12 = 3:1
R = 30 years and daughter age = 30/5 = 6 years.
After 6 years ratio will be = 36/12 = 3:1
Most Upvoted Answer
Ritu married 6 years ago. Today her age is 5/4 times her age at the ti...
R = (5/4)*(R – 6)
R = 30 years and daughter age = 30/5 = 6 years.
After 6 years ratio will be = 36/12 = 3:1
R = 30 years and daughter age = 30/5 = 6 years.
After 6 years ratio will be = 36/12 = 3:1
Community Answer
Ritu married 6 years ago. Today her age is 5/4 times her age at the ti...
Let's solve the problem step by step:
Given information:
- Ritu married 6 years ago.
- Today, her age is 5/4 times her age at the time of her marriage.
- Her daughter's age is 1/5 of her age.
To find:
- The ratio of Ritu's age to her daughter's age after 6 years.
Step 1: Determine Ritu's age at the time of her marriage.
Let's assume Ritu's age at the time of her marriage was x years.
Step 2: Determine Ritu's current age.
According to the given information, Ritu's current age is 5/4 times her age at the time of her marriage.
So, Ritu's current age = (5/4) * x = (5x/4) years.
Step 3: Determine Ritu's daughter's age.
According to the given information, Ritu's daughter's age is 1/5 of Ritu's age.
So, Ritu's daughter's age = (1/5) * (5x/4) = (x/4) years.
Step 4: Determine Ritu's age after 6 years.
Ritu's current age after 6 years = (5x/4) + 6 years.
Step 5: Determine Ritu's daughter's age after 6 years.
Ritu's daughter's age after 6 years = (x/4) + 6 years.
Step 6: Calculate the ratio of Ritu's age to her daughter's age after 6 years.
Ratio = (Ritu's age after 6 years) / (Daughter's age after 6 years)
Ratio = [(5x/4) + 6] / [(x/4) + 6]
Simplifying the ratio:
Multiply the numerator and denominator by 4 to get rid of the fractions:
Ratio = [(5x/4) + 6] / [(x/4) + 6]
Ratio = [(5x + 24) / 4] / [(x + 24) / 4]
Ratio = (5x + 24) / (x + 24)
Step 7: Substitute the value of x
Since the value of x is not given in the question, we cannot calculate the exact ratio. However, we can still simplify the ratio further.
Step 8: Simplify the ratio
Ratio = (5x + 24) / (x + 24)
Divide both the numerator and denominator by x:
Ratio = (5 + 24/x) / (1 + 24/x)
As x approaches infinity, the ratio approaches 5/1, which can be simplified to 5:1.
Therefore, the ratio of Ritu's age to her daughter's age after 6 years is 5:1.
Given information:
- Ritu married 6 years ago.
- Today, her age is 5/4 times her age at the time of her marriage.
- Her daughter's age is 1/5 of her age.
To find:
- The ratio of Ritu's age to her daughter's age after 6 years.
Step 1: Determine Ritu's age at the time of her marriage.
Let's assume Ritu's age at the time of her marriage was x years.
Step 2: Determine Ritu's current age.
According to the given information, Ritu's current age is 5/4 times her age at the time of her marriage.
So, Ritu's current age = (5/4) * x = (5x/4) years.
Step 3: Determine Ritu's daughter's age.
According to the given information, Ritu's daughter's age is 1/5 of Ritu's age.
So, Ritu's daughter's age = (1/5) * (5x/4) = (x/4) years.
Step 4: Determine Ritu's age after 6 years.
Ritu's current age after 6 years = (5x/4) + 6 years.
Step 5: Determine Ritu's daughter's age after 6 years.
Ritu's daughter's age after 6 years = (x/4) + 6 years.
Step 6: Calculate the ratio of Ritu's age to her daughter's age after 6 years.
Ratio = (Ritu's age after 6 years) / (Daughter's age after 6 years)
Ratio = [(5x/4) + 6] / [(x/4) + 6]
Simplifying the ratio:
Multiply the numerator and denominator by 4 to get rid of the fractions:
Ratio = [(5x/4) + 6] / [(x/4) + 6]
Ratio = [(5x + 24) / 4] / [(x + 24) / 4]
Ratio = (5x + 24) / (x + 24)
Step 7: Substitute the value of x
Since the value of x is not given in the question, we cannot calculate the exact ratio. However, we can still simplify the ratio further.
Step 8: Simplify the ratio
Ratio = (5x + 24) / (x + 24)
Divide both the numerator and denominator by x:
Ratio = (5 + 24/x) / (1 + 24/x)
As x approaches infinity, the ratio approaches 5/1, which can be simplified to 5:1.
Therefore, the ratio of Ritu's age to her daughter's age after 6 years is 5:1.
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Ritu married 6 years ago. Today her age is 5/4 times her age at the time of her marriage. Her daughter age is 1/5 of her age. What is the ratio of ritu age to her daughter age after 6 years?a)2:1b)3:1c)4:3d)5:2e)None of theseCorrect answer is option 'B'. Can you explain this answer?
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Ritu married 6 years ago. Today her age is 5/4 times her age at the time of her marriage. Her daughter age is 1/5 of her age. What is the ratio of ritu age to her daughter age after 6 years?a)2:1b)3:1c)4:3d)5:2e)None of theseCorrect answer is option 'B'. Can you explain this answer? for Quant 2024 is part of Quant preparation. The Question and answers have been prepared according to the Quant exam syllabus. Information about Ritu married 6 years ago. Today her age is 5/4 times her age at the time of her marriage. Her daughter age is 1/5 of her age. What is the ratio of ritu age to her daughter age after 6 years?a)2:1b)3:1c)4:3d)5:2e)None of theseCorrect answer is option 'B'. Can you explain this answer? covers all topics & solutions for Quant 2024 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for Ritu married 6 years ago. Today her age is 5/4 times her age at the time of her marriage. Her daughter age is 1/5 of her age. What is the ratio of ritu age to her daughter age after 6 years?a)2:1b)3:1c)4:3d)5:2e)None of theseCorrect answer is option 'B'. Can you explain this answer?.
Ritu married 6 years ago. Today her age is 5/4 times her age at the time of her marriage. Her daughter age is 1/5 of her age. What is the ratio of ritu age to her daughter age after 6 years?a)2:1b)3:1c)4:3d)5:2e)None of theseCorrect answer is option 'B'. Can you explain this answer? for Quant 2024 is part of Quant preparation. The Question and answers have been prepared according to the Quant exam syllabus. Information about Ritu married 6 years ago. Today her age is 5/4 times her age at the time of her marriage. Her daughter age is 1/5 of her age. What is the ratio of ritu age to her daughter age after 6 years?a)2:1b)3:1c)4:3d)5:2e)None of theseCorrect answer is option 'B'. Can you explain this answer? covers all topics & solutions for Quant 2024 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for Ritu married 6 years ago. Today her age is 5/4 times her age at the time of her marriage. Her daughter age is 1/5 of her age. What is the ratio of ritu age to her daughter age after 6 years?a)2:1b)3:1c)4:3d)5:2e)None of theseCorrect answer is option 'B'. Can you explain this answer?.
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