Save the Excel File. In addition to the scatter plot, include a data table that was used to create the scatter plot. Type the mass of the cylinder to three decimal places in a cell. Highlight the mass with a border and yellow background. Type the moment of inertia of the cylinder to three decimal places in a cell. Highlight the moment with a border and orange background. If the plot, table, and highlighted values are all constricted to fit within Rows 1-44 and Columns A-I, everything should fit on one page. Save the Excel Spreadsheet. After submitting this quiz, upload the Excel Spreadsheet using 'Rotational Dynamics - Upload'. The uploaded file will be worth 40 points. Do not email the file directly to the TA. Ring 0.46647 Mass (kg) Inner Diameter (cm) 5.31 Outer Diameter (cm) 7.64 RMS Mass and Accelerations RMS+Ring Mass and Accelerations Hanging Acceleration Mass (kg) (m/s) Angular Acceleration (rad/s?) Hanging Acceleration Mass (kg) (m/s) Angular Acceleration (rad/s2) 0.02 0.698 29.234 0.02 0.167 6.981 0.02 0.656 27.489 0.02 0.167 6.981 0.02 0.687 28.798 0.02 0.167 6.981 0.03 1.01 42.324 0.03 0.24 10.036 0.03 0.99 41.452 0.03 0.229 9.599 0.03 1 41.888 0.03 0.24 10.036 0.04 1.313 54.978 0.04 0.323 13.526 0.04 1.302 54.542 0.04 0.312 13.09 0.04 1.302 54.542 0.04 0.323 13.526 0.05 1.594 66.759 0.05 0.396 16.581 0.05 1.573 65.886 0.05 0.406 17.017 0.05 1.573 65.886 0.05 0.406 17.017 0.06 1.844 77.231 0.06 0.469 19.635 0.06 1.844 77.231 0.06 0.469 19.635 0.06 1.844 77.231 0.06 0.479 20.071 It should be assumed that the moment of inertia for the RMS previously calculated in Part I is also valid for this part of the activity. Instead of a ring being placed on the RMS, a solid cylinder of known diameter but unknown mass has been centered and installed, and data was collected for the RMS/cylinder combination. Copy the data from the table, and repeat the analysis you preformed in part 1 to determine the moment of inertia of the cylinder by plotting Angular Acceleration VS Torque, assuming a pulley radius of r=0.02385 m. Your textbook contains a table of known moments of inertia for different shapes. Determine which one to use, and using your measurement of the cylinder's moment and its known diameter, determine its mass. Record the mass of the cylinder in kilograms on your spreadsheet, and highlight with a border and yellow background. Also record the moment of inertia of the cylinder in kg*m? on your spreadsheet, and highlight with a border and orange background. Then, upload your Excel file. Cylinder Diameter (cm) 6.5 RMS+Cylinder Mass and Accelerations Angular Acceleration Hanging Mass (kg) Acceleration (m/s^2) (rad/s^2) 0.02 0.1626 6.8179 0.02 0.1626 6.8223 0.02 0.1627 6.8198 0.03 0.2419 10.1413 0.03 0.2421 10.1416 0.03 0.2419 10.1483 0.04 0.3201 13.4110 0.04 0.3201 13.4108 0.04 0.3201 13.4161 0.05 0.3966 16.6401 0.05 0.3966 16.6365 0.05 0.3969 16.6309 0.06 0.4724 19.8072 0.06 0.4724 19.7984 0.06 0.4724 19.8109 Save the Excel File. In addition to the scatter plot, include a data table that was used to create the scatter plot. Type the mass of the cylinder to three decimal places in a cell. Highlight the mass with a border and yellow background. Type the moment of inertia of the cylinder to three decimal places in a cell. Highlight the moment with a border and orange background. If the plot, table, and highlighted values are all constricted to fit within Rows 1-44 and Columns A-I, everything should fit on one page. Save the Excel Spreadsheet. After submitting this quiz, upload the Excel Spreadsheet using 'Rotational Dynamics - Upload'. The uploaded file will be worth 40 points. Do not email the file directly to the TA. Save the Excel File. In addition to the scatter plot, include a data table that was used to create the scatter plot. Type the mass of the cylinder to three decimal places in a cell. Highlight the mass with a border and yellow background. Type the moment of inertia of the cylinder to three decimal places in a cell. Highlight the moment with a border and orange background. If the plot, table, and highlighted values are all constricted to fit within Rows 1-44 and Columns A-I, everything should fit on one page. Save the Excel Spreadsheet. After submitting this quiz, upload the Excel Spreadsheet using 'Rotational Dynamics - Upload'. The uploaded file will be worth 40 points. Do not email the file directly to the TA. Ring 0.46647 Mass (kg) Inner Diameter (cm) 5.31 Outer Diameter (cm) 7.64 RMS Mass and Accelerations RMS+Ring Mass and Accelerations Hanging Acceleration Mass (kg) (m/s) Angular Acceleration (rad/s?) Hanging Acceleration Mass (kg) (m/s) Angular Acceleration (rad/s2) 0.02 0.698 29.234 0.02 0.167 6.981 0.02 0.656 27.489 0.02 0.167 6.981 0.02 0.687 28.798 0.02 0.167 6.981 0.03 1.01 42.324 0.03 0.24 10.036 0.03 0.99 41.452 0.03 0.229 9.599 0.03 1 41.888 0.03 0.24 10.036 0.04 1.313 54.978 0.04 0.323 13.526 0.04 1.302 54.542 0.04 0.312 13.09 0.04 1.302 54.542 0.04 0.323 13.526 0.05 1.594 66.759 0.05 0.396 16.581 0.05 1.573 65.886 0.05 0.406 17.017 0.05 1.573 65.886 0.05 0.406 17.017 0.06 1.844 77.231 0.06 0.469 19.635 0.06 1.844 77.231 0.06 0.469 19.635 0.06 1.844 77.231 0.06 0.479 20.071 It should be assumed that the moment of inertia for the RMS previously calculated in Part I is also valid for this part of the activity. Instead of a ring being placed on the RMS, a solid cylinder of known diameter but unknown mass has been centered and installed, and data was collected for the RMS/cylinder combination. Copy the data from the table, and repeat the analysis you preformed in part 1 to determine the moment of inertia of the cylinder by plotting Angular Acceleration VS Torque, assuming a pulley radius of r=0.02385 m. Your textbook contains a table of known moments of inertia for different shapes. Determine which one to use, and using your measurement of the cylinder's moment and its known diameter, determine its mass. Record the mass of the cylinder in kilograms on your spreadsheet, and highlight with a border and yellow background. Also record the moment of inertia of the cylinder in kg*m? on your spreadsheet, and highlight with a border and orange background. Then, upload your Excel file. Cylinder Diameter (cm) 6.5 RMS+Cylinder Mass and Accelerations Angular Acceleration Hanging Mass (kg) Acceleration (m/s^2) (rad/s^2) 0.02 0.1626 6.8179 0.02 0.1626 6.8223 0.02 0.1627 6.8198 0.03 0.2419 10.1413 0.03 0.2421 10.1416 0.03 0.2419 10.1483 0.04 0.3201 13.4110 0.04 0.3201 13.4108 0.04 0.3201 13.4161 0.05 0.3966 16.6401 0.05 0.3966 16.6365 0.05 0.3969 16.6309 0.06 0.4724 19.8072 0.06 0.4724 19.7984 0.06 0.4724 19.8109 Save the Excel File. In addition to the scatter plot, include a data table that was used to create the scatter plot. Type the mass of the cylinder to three decimal places in a cell. Highlight the mass with a border and yellow background. Type the moment of inertia of the cylinder to three decimal places in a cell. Highlight the moment with a border and orange background. If the plot, table, and highlighted values are all constricted to fit within Rows 1-44 and Columns A-I, everything should fit on one page. Save the Excel Spreadsheet. After submitting this quiz, upload the Excel Spreadsheet using 'Rotational Dynamics - Upload'. The uploaded file will be worth 40 points. Do not email the file directly to the TA