The tables below present information collected during the laboratory exercise.Complete the table by calculating the missing numbers. Make sure that you thinkabout how many significant figures (and decimal places) to give the moment ofinertia to, though you will not lose marks for this in this question. You do not needto round your answers as you go, keep all the digits for your working. Note that theunits are given in the left hand column. Assume g=9.797/ms with negligibleuncertainty. Many of the uncertainties will be calculated for you. When you press"check" the uncertainties will appear, press check as you go.

Theoretical rotationalinertiadata

The tables below present information collected during the laboratory exercise. Complete the table by calculating the missing numbers. Make sure that you think about how many significant figures (and decimal places) to give the moment of inertia to, though you will not lose marks for this in this question. You do not need to round your answers as you go, keep all the digits for your working. Note that the units are given in the left hand column. Assume g = 9.797/ms * with negligible uncertainty. Many of the uncertainties will be calculated for you. When you press "check" the uncertainties will appear, press check as you go. Theoretical rotational inertia data Value Uncertainty Total Point Mass (g) 171.4 0.1 Distance of point masses from pivot, R 135.5 2.0 (mm) Moment of inertia (kgm?) Experimental rotational inertia data Point masses and bar Bar alone Value Uncertainty Value Uncertainty Hanging total mass 50.0 +5.0 1.4 10.0 4 5.0 0.4 Slope Trial 1 1.872 2.345 (angular Trial 2 1.862 2.492 acceleration Trial 3 1.858 2.502 rad/==) Average Radius of pulley 15.1 0.1 15.1 0.1 (mm) Linear acceleration Tension (N) Torque (Nm) Moment of inertia (kgm ) Moment of inertia of point masses only: + /