An object is launched at an angle of 37° to the horizontal at a speed of 100 m/s from ground level.  Draw a position vs. time, velocity vs. time, and acceleration vs. time for the horizontal and vertical motion of the ball from the time it is launched to the time it reaches the ground.  Include all key points

A water balloon is launched at 53.8° with respect to the ground at a velocity of 15m/s. Let's assume there is no air resistance during its trajectory. Part A) Find the horizontal and vertical components of the angled velocity vector. Vx = unit Vy = unt Part B) How long does it take the balloon to reach its рeak? t =_ unit Part C) What is the maxmimum height reached by the water balloon? unit

A projectile is launched from ground level at a velocity of 28 m/s and an initial angle of 37 degrees. What is the projectile's velocity the instant before it hits the ground? Include a drawing and all steps. Use the projectile motion equations.

A rock was thrown horizontally from a 100.0 m high cliff. It strikes the ground 90.0 m from the base of the cliff. a) At what speed was it thrown? b) How long did it take to hit the ground. c) Neglecting wind resistance, which component of velocity is affected by gravity VERTICAL or HORIZONTAL? d) Sketch the trajectory of the rock as it falls to the ground and include the velocity vector at the beginning, midway down, and just before striking the ground. e) After you determine the total time in the air, you can then determine the final vertical velocity vector combined with the horizontal velocity determined earlier. Use these vectors to determine the resultant velocity vector just before landing. Recall using Pythagorean theorem to find the magnitude of the velocity vector and trigonometry for the angle below the horizontal that the resultant vector strikes at.

Question 3