Hence the range of a projectile can be expressed in terms of the horizontal velocity and the other control variables such as y and g by substituting t=\sqrt this will indicate a larger value of g than the true value. To express the time of flight t in terms of the acceleration due to gravity, we analyse the vertical motion of the projectile Hence this experiment is based on the equation s_x=u_xt. In this situation, the range of a projectile is dependent on the time of flight and the horizontal velocity. The simplest type of projectile motion is a ball being projected horizontally from an elevated position. Let’s apply the scientific method to design and conduct a practical investigation for the assessment task outlined above. In this sample practical assessment task, we are required to investigate the relationship between the range s_x and the launch velocity of a projectile released from an elevated position. Use the results to calculate the acceleration due to gravity.Design and conduct a practical investigation to collect primary data to validate the relationship between the launch velocity and the range of a projectile.Task weightingĢ0% of Overall school assessment Description of Assessment Task Task 1 of 4 Open-Ended Investigation Report on Projectile Motion from Module 5 Advanced Mechanics. This is because most Projectile Motion practical investigation is relatively easy to design and conduct by students.Ī typical Projectile Motion practical assessment task used by schools is outlined below. Projectile motion experiment is used by most schools for their first Physics practical assessment task. Check or uncheck boxes to view/hide various information.Sample Physics Practical Assessment Task: Projectile Motion Experiment Use the Run, Pause, Reset, and Step buttons to examine the animation. Adjust the initial position of the box, the mass of the box, and the spring constant. This simulation shows the oscillation of a box attached to a spring.
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