A kid always throws a ball with the same speed, V0 = 22 m/s, and witht he same angle above the horizontal, θ = 15°. Hitting a squirel is then only a matter of precise timing! As Squirells are intelligent and difficult to hit, they are prone to jumping at random moments to avoid being hit. Ift he standoff begins at t = 0 s, and anticipating that the squirel will jump at tj = 3.0 s, determine the interval oftime, t1 < t < t2, over which the kid must release the ball to guarantee a hit.The Squirel is 0.5 m tall, jumps to a maximum height of 1.5 m, The ball is released at a height of 0.5 m above the ground andt he squirel is 4.0 m away.
A kid always throws a ball with the same speed, V0 = 22 m/s, and witht...
A boy throws a ball upward with a speed v0 = 12 m/s. The wind imparts a horizontal acceleration of 0.4 m/s2 to the left. At what angle must the ball be thrown so that it returns to the point of release? Assume that the wind does not affect the vertical mm motion.
You throw a ball toward a wall at speed v0 = 25.0 m/s and at angle θ0 = 40.0 ◦ above the horizontal (figure below). The wall is distance d = 22.0 m from the release point of the ball. Assume no air resistance. A. How far above the release point h does the ball hit the wall? Start your argument from the basic equations of motion into the horizontal and vertical directions. B. What is the horizontal component of...