A small bob hangs in the vertical plane from a fixed point using a light inextensible thread of length \( l \). Let the minimum horizontal velocity that the bob should be given so that it moves in a complete circle be \(v_{min}\).

If \( v_{min}\) can be written as \(\sqrt{ A g l} \) where \( g \) is the gravitational field, find the value of the constant \(A\).

Note: Neglect air resistance.

This problem is part of the set - Circular Motion Practice

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