A man standing on a hill top projects a stone horizontally with speed 𝑣0 as shown in figure. Taking the coordinate system as given in the figure. The coordinates of the point where the stone will hit the hill surface

Question : A man standing on a hill top projects a stone horizontally with speed 𝑣0 as shown in figure. Taking the coordinate system as given in the figure. The coordinates of the point where the stone will hit the hill surface

(A) \dfrac{2v_{0}^{2}\tan \theta }{g},\dfrac{2v_{0}^{2}\tan ^{2}\theta }{g}

(B) \dfrac{2v_{0}^{2}}{g},\dfrac{2v_{0}^{2}\tan ^{2}\theta }{g}

(C) \dfrac{2v_{0}^{2}\tan \theta }{g},\dfrac{2v_{0}^{2}}{g}

(D) \dfrac{2v_{0}^{2}\tan ^{2}\theta }{g},\dfrac{2v_{0}^{2}\tan \theta }{g}

Answer : option (A)

Solution :

A man standing on a hill top projects a stone horizontally with speed 𝑣0 as shown in figure. Taking the coordinate system as given in the figure. The coordinates of the point where the stone will hit the hill surface
Tags: No tags

Add a Comment

Your email address will not be published. Required fields are marked *