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Design and conduct a practical investigation to collect primary data to validate the relationship between the launch velocity and the range of a projectile. Use the results to calculate the acceleration due to gravity.
8. A tennis ball thrown at a velocity of 25.0 m/s at 53.1° lands exactly 3.00s later on the top of a building. Calculate the horizontal distance it traveled and the height of the building. 9. **A golfer can drive a ball with an initial speed of 30.0 m/s.
Objective: The objective of this lab is to measure the initial velocity of a projectile when fired from a spring gun horizontally. PROCEDURE. Part 1: Horizontal Launch (θ0 = 0 ) Ensure that the back edge of the spring gun is aligned with the back edge of the table. Measure the initial height of the projectile above the ground. (5 points) ∆y =
The equation that describes the vertical component of the projectile’s velocity as a function of time is v y = gt. The equation that describes the horizontal position of the projectile as a...
The objective of this experiment is to measure the speed at which a projectile leaves a spring gun and to predict the landing point when the projectile is fired at a nonzero angle of elevation. Theory . Projectile motion is an example of motion with constant acceleration.
The objective of this lab is to investigate projectile mo-tion, first when a projectile is fired horizontally, and then when a projectile is fired from a non-zero angle of elevation. Theory Projectile motion is an example of motion with a con-stant acceleration, with an initial velocity in any direc-tion (horizontal, vertical, or at an angle).
Calculate the horizontal range when the initial velocity is 25m/s and the launch angle is 20 deg to the horizontal. Test your predicted value using the simulation.
