PROCEDURE: Download the W app. In this simulation you can examine the motion of an object in freefall. This is simply onedimensional. motion (vertical motion) under the inuence of gravity. 1. First: simply hit Play. TWith the default settings: the ball drops from rest from a required height in melters: with a gravitational acceleration of 9.8 mfg-'5 directed down. Record how long the ball takes to reach the ground. The time between the dots is total time-number of intervals. For example: there ; dots: 10 internals: for 20m height. 2. Start the third dot: measured the height for each dot om the simulation for at least 3 dots. 3. Designating the first dot used as the start of the fall (1:0): sample data for 20m height were recorded in Table I below: create plots of at least 6 dots start from the 4th Dot: - Height traveled versus Time of fall Average velocity versus Time of fall. Experiment =3: Acceleration due to g - page 2 Distance between Time between E Average Velocity in time interval {W's} 0. [3.203 [3.203 0.9f0.203 9 1.5 0.203 1.5f0.203 1.? 0.203 1.5f0.203 1.8 lJ'fOQUS lJ'fOQUS 1.9f0.203 Calculations 1. Show equation on graphs: Height traveled versus Time of fall - polynomial Average velocity versus Time of fall. - Linear 2. Organize all data in tabular form and plot Distance v. Time and Velocity v. Time. Calculate values for acceleration due to gravity (g) from plots. How close are these values to the accepted value? QUESTIONS 1 . Calculate the instantaneous velocity by picking one point on distance v. time graph and show graphically how it is obtained (hand drawing acceptable). 3. What are the types of function for each graph 3. Discuss the value of this experiment