This recitation will focus on projectile problems where the initial velocity is entirely in the horizontal direction. Please experiment with the four Physlet simulations below and complete the requested calculations on your worksheet.
The physlet above allows you to watch a ball moving horizontally for 8 seconds with a constant velocity that you specify. At time t = 0 the ball is at the origin of the coordinate system. Simply select a velocity between 3 and 20 in the input field directly below and click Simulate! to begin the animation.
Worksheet: Can you mathematically express the relationship between position and time?
The physlet below allows you to watch a ball falling under the influence of gravity (ay = -9.8 m/s2) where the initial velocity of the projectile is zero. At time t = 0 the ball is at the origin of the coordinate system and is at rest.
Click Simulate! to begin the animation.
Worksheet: Can you mathematically express the relationship between position and time?
The physlet below allows you to watch the motion of three balls simultaneously. A red ball is moving horizontally with a constant velocity that you specify (for 8 seconds) as was the case for Simulation #1. A green ball has no horizonatal component of motion, but experiences an acceleration of ay = -9.8 m/s2 due to gravity as was the case in Simulation #2. A blue ball experiences both of these motions - a constant velocity in the horizontal direction and accelerated motion in the vertical direction.
Select a velocity and click Simulate! to watch the animation.
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The physlet below allows you to simulate the trajectory of a ball with an initial horizontal velocity. At a time of 3 seconds the ball leaves the horizontal platform and then experiences an acceleration due to gravity. (However, the previous simulation has shown that the vertical component of motion does not have any effect on the horizontal component.) The simulation allows you to select different values of horizontal velocity and platform height. Select a Velocity and a Platform Height and click Simulate! to watch the animation.