Statements:
I. Rahul was born when his father was 33 years old.
II. Rahul is 29 years younger than his mother.
Both statements I and II together are NOT sufficient to answer the question
The question asks us to determine Rahul's current age in years based on two given statements.
Statement I says: Rahul was born when his father was 33 years old.
This tells us the age difference between Rahul's father and Rahul. If we let $R$ represent Rahul's current age and $F$ represent his father's current age, then the father was 33 years old when Rahul was born (age 0). This implies:
$ F = R + 33 $
Or, rearranging to find Rahul's age:
$ R = F - 33 $
However, we do not know the father's current age ($F$). Therefore, Statement I alone is not sufficient to find Rahul's age.
Statement II says: Rahul is 29 years younger than his mother.
This tells us the age difference between Rahul's mother and Rahul. If we let $M$ represent his mother's current age, this statement means:
$ M = R + 29 $
Or, rearranging to find Rahul's age:
$ R = M - 29 $
Similar to Statement I, we do not know the mother's current age ($M$). Therefore, Statement II alone is not sufficient to find Rahul's age.
Now, let's consider both statements together:
We have two equations but three unknowns ($R$, $F$, $M$). To find Rahul's age ($R$), we would need the current age of either his father ($F$) or his mother ($M$). Since we don't have either of those values, even combining both statements does not give us enough information to calculate Rahul's exact age.
Therefore, both statements I and II together are NOT sufficient to answer the question about Rahul's age.
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Which one of the following is correct in respect of the Statements and the Question ?
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Which one of the following is correct in respect of the Statements and the Question ?
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Which one of the following is correct in respect of the Question and the Statements?
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Statement-1: Manisha is 24 years younger than her mother.
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Which one of the following is correct in respect of the Question and the Statements?