(b) Find the height h, where the projectile will hit the block.(c) Now assume that the projectile hits the block at its maximum range R along the inclinedsurface and the block is not sliding at all. Then find the maximum range along the inclinedsurface, Rmax = ? A block of mass m = 3 kg is sliding along a frictionless inclined surface that makes an angleof y = 30°with respect to the horizontal surface.At the lowest points of the inclined surface, a projectile is fired at a speed of vo = 12 m/s thatmakes an angle 0, = 45° with respect to the horizontal. Our aim of this problem is to find thetime when the projectile will hit the block.e = 450h = ?Ro= 10 mP = 30°x= ?(a) Find the time when the projectile hits the block. (Given, the initial distance between the blockand the projectile along the inclined surface at t=0 is Ro = 10 m as shown in the figure)

Given data: Speed of the projectile v∘=12 m/s. Angle of inclination ϕ=30°. Angle of projection…

Answered: A block of mass m = 3 kg is sliding…

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