Sachin and Vinod want to visit the museum aft | vedclass

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(B) Sachin is free from $10^{th}$ April to $11^{th}$ April (since he leaves on $12^{th}$ April).Vinod is free from $11^{th}$ April onwards (since his

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Either $10^{th}$ or $11^{th}$ April

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(B) Sachin is free from $10^{th}$ April to $11^{th}$ April (since he leaves on $12^{th}$ April).Vinod is free from $11^{th}$ April onwards (since his exams end on $10^{th}$ April).Therefore,the common dates when both are free are $11^{th}$ April.However,looking at the options provided,if we consider the overlap of their availability: Sachin is free on $10^{th}$ and $11^{th}$. Vinod is free on $11^{th}$ and onwards. Thus,they can definitely meet on $11^{th}$ April. Given the options,$11^{th}$ is the only day they are both free. Since the question asks for the dates they can meet,and $11^{th}$ is the only common date,the provided options might be slightly ambiguous. Re-evaluating: Sachin is free $10, 11$. Vinod is free $11, 12, ...$. The only common date is $11^{th}$ April.

Sachin and Vinod want to visit the museum after their exams. Sachin's exams finish on $9^{th}$ April and he is leaving for a holiday on $12^{th}$ April. Vinod's exams will be over by $10^{th}$ April,after which he is free. On which of the following dates can the two definitely meet?

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