A jet of water is projected at an angle ...

A jet of water is projected at an angle `theta = 45^@` with horizontal from point `A` which is situated at a distance `x = OA = (a) 1//2 m, (b) 2 m` from a vertical wall. If the speed of projection is `v_0 = sqrt(10 ms^-1`, find point `P` of strinking of the water jet with the vertical wall.
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A jet of water is projected at an angle `theta = 45^@` with horizontal from point `A` which is situated at a distance `x = OA = (a) 1//2 m, (b) 2 m` from a vertical wall. If the speed of projection is `v_0 = sqrt(10 ms^-1`, find point `P` of strinking of the water jet with the vertical wall. .

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A jet of water is projected at an angle `theta = 45^@` with horizontal from point `A` which is situated at a distance `x = OA = (a) 1//2 m, (b) 2 m` from a vertical wall. If the speed of projection is `v_0 = sqrt(10 ms^-1`, find point `P` of strinking of the water jet with the vertical wall.
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