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Dоn't fоrget tо uploаd your completed Access file to the lаst question. Without showing relevаnt work on the Access file, your score for each question will be adjusted accordingly.
Cоmplete the fоllоwing steps аnd enter the informаtion requested in the text box аt the bottom of this question. Be sure to identify any information listed. Don't simply enter numbers without explaining what those numbers represent. 1. Open the following web pageLinks to an external site. 2. In the simulation shown, set the Radius equal the month number of your birth month divided by 10, and then add 0.5 to that value. For example, if your birth month is February, the second month, that would be (2/10) + 0.5 = 0.7 meters. You can use the slider or double-click the entry box to type in a specific numerical value. 3. Set the Mass of the object the month number of your birth month divided by 10, and then add 2 to that value. February example: (2/10) +2 = 2.2kg. Leave the Force at its default of 20N and the default object selected as "Solid Sphere". LIST THE ABOVE VALUES IN THE TEXT BOX BELOW: "Solid Sphere: Radius = _____, Mass = ______, Force = 20N" 4. Press "Start". Explain what happens and why it happens in a brief descriptive sentence below. You can write something like... "Step 4: In this situation I saw ____________, which makes sense because __________." 5. The magnitude of the torque that the object is experiencing is displayed in the simulation window. Note this value in space below, stating what it is, including appropriate units. Briefly state in a short sentence below how you would calculate this one individual torque acting on the object (do not calculate the total net torque). Then, do the calculation as per how you stated it should be done, using the values you noted, and enter the resulting value with appropriate units shown. State whether or not it matches the value for torque shown by the simulation (or if it is close enough to call it a match). Assume the value listed by the simulation is the vector value for the torque it's experiencing. Add a brief sentence below concerning the direction of motion that would make this the correct vector value for the torque in this situation, and not simply its magnitude. 6. You should have noticed an angular acceleration value appear in the simulation window after a few moments passed. Note this value in space below, stating what it is, including appropriate units. For the next step you will need to refer to the following list of common moments of inertia found in your textbook. (a "cylindrical shell" is the same as a "hoop") Explain below in words, with supporting equations, how you would develop the final equation required to calculate the angular acceleration acting on this object, noting each of the intermediate steps and equations utilized and why you use them. State what the final equation would be for calculating the angular acceleration, as produced by the steps you indicated. (you can either type out an equation with easily identifiable variables or use words to describe the equation such as "the net force equals the mass times the acceleration") Then do the calculation as per your resulting equation you developed, using the values you noted, and note the resulting value with appropriate units shown. State whether or not it matches the value for angular acceleration shown by the simulation (or if it is close enough to call it a match). 7. Click on the box for any one of the other 3 object types (you choose one) and click "Start" again (don't change any of your other values). Note the object type and its resulting angular acceleration below, and indicate what, if anything, happened differently compared to the "Solid Sphere". Write a sentence or two explaining, using physics concepts, why there was or was not a difference in what occurred between the two different objects which have the same mass and radius and are experiencing the same torque.