the correct answerSushil got married 6 years ago. His age is 76 times of his age at the time of his marriage. Three years ago, his son was 3 years old. The ratio of his Son and Sushil at present is?
Question
the correct answerSushil got married 6 years ago. His age is 76 times of his age at the time of his marriage. Three years ago, his son was 3 years old. The ratio of his Son and Sushil at present is?
Solution
The problem seems to be missing some information, but I'll try to solve it with the given details.
Let's denote Sushil's age at the time of his marriage as 'x'. According to the problem, Sushil's current age is 76 times his age at the time of his marriage. So, we can write this as:
Sushil's current age = 76x
But we also know that Sushil got married 6 years ago. So, his age at the time of his marriage 'x' is his current age minus 6. We can write this as:
x = 76x - 6
Solving this equation for 'x' gives us:
75x = 6
x = 6/75 = 0.08
So, Sushil was 0.08 years old (approximately 1 month old) when he got married, which doesn't make sense in a real-world context. There seems to be a mistake in the problem.
As for the son's age, we know that he was 3 years old three years ago. So, his current age is 3 + 3 = 6 years old.
The ratio of the son's age to Sushil's current age is 6 : 76*0.08 = 6 : 6.08, which simplifies to approximately 1 : 1.01.
However, given the unrealistic result for Sushil's age at the time of his marriage, I would recommend checking the problem for any errors or missing information.
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