Question

I. A projectile is launched from point A with an initial velocity of vo and an elevation angle θ as shown. The air resistance is neglected and gravitational acceleration is constant. a) Show that the equation of the path is y-2v zg+x tan θ, where g is the gravitational 2 2v6cos20 acceleration b) Determine the radius of curvature of the path in terms of the time t using n-t coordinate system c) For Vo-10 m/s and θ-40°, plot the radius of Vo AB curvature vs. tıme.

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