A small body starts sliding from the height \(H\) down a fixed inclined groove passing into a half circle of radius \(\frac{H}{2}\). Find the speed of body (in m/s) when it reaches the highest point (w.r.t the lowest point of circular path) of its trajectory after entering into the half circle.

**Given Data** : \(H = 5.4 m\) & \(g = 9.8 ms^{-2}\)

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