Question:

In a queue, Bheemu is the last person while his friend Jaggu is the 7th from the front. If the person exactly between Bheemu and Jaggu is on a 23rd position from the front, what is the position of Bheemu in the queue?

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In problems involving positions in a queue, use the average position to find the distance between two individuals in a straight-line sequence.
Updated On: Apr 3, 2025
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The Correct Option is A

Solution and Explanation

Let the position of Bheemu be \( x \). Since Jaggu is at the 7th position and the person exactly between Bheemu and Jaggu is at the 23rd position, we can use the average of Bheemu’s and Jaggu’s positions to find \( x \). The equation becomes: \[ \frac{x + 7}{2} = 23 \] Solving for \( x \), we get: \[ x + 7 = 46 \quad \Rightarrow \quad x = 46 - 7 = 37 \] Thus, Bheemu is in the 37th position in the queue.
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