The question is rads 432 663 38 564 214 332 msms rads ra

The question is :

| (rad/s) | 43.2 66.3 38 56.4 21.4 33.2 (m/s)(m/s) (rad/s) | (rad/s) | (kg·m) | (kg·m) | (m) (m) (rad/s) | (kg·m) | (kg·m) disc stp stp 0.62 1.057 0.75 0.636 0.665 0.659 0.236 0.30411 0.115758 0.707 0.518459 0.346784 0.484 0.367875 0.237402 0.201 0.311958 0.098591 0.209 0.326183 0.102515 0.204 0.32324 0.100062 0.91 0.71 0.67 1.24 0.62 1.15 0.0207030.03306359.06275.483 0.000159 7.97E-06 1.45E-02 0.0001 1.2 0.012603| 0.040323| 28.972| 52.011| 0.000154| 7.72E-06 | 2.47E-C 0.0001 0.0001 0.0001 -0.8 0.009611 0.018923| -39.095 | -52.709 | 0.000343| 1.72E-05 1.45E-2 0.0001 0.025 0.04624 39.79452.709 0.0003381.69E-05 2.47E-02 0.0001 0.51 0.0001536 2.2E-06 0.14 0.000152 6.96E-07 0.11 0.0001761 1.32E-06 0.42 0.000184 1.75E-06 0.11 0.0003208 2.81E-06 0.11 0.0003338 1.85E-06 0.93 0.011223 0.02162347.822 60.039 0.000182 9.11E-061.45E-02 1.71 0.03844 0.073103 0.615 67.37 0.000181 9.04E-06 2.47E-02 5Stp+d 1.36 lac (kg·m3 0.000178 d(kg-m7.01E-06 plate (kg-m0.000145 /plate (kg·m) 1.89E-06 Mass of Disc (kg)0.1381 Diameter of Disc (m0.10153 Mass of Plate (kg0.0736 0.14 0.063 Radius of Inner Pulley(m1.45E-02 Radius of Outer Pulley (m2.47E-02 0.05 Uncertainty in mass (kg)0.0001 0.001 Length of Plate (m) Width of Plate (m) Mass if the hanger (kg) Uncertainty in distances (m)

Solution

I/2( w_o² -w_f² )= m_h/2(v_h²_f -v_h²₀ ) +m_h g(y_hf -y_h0 )

I= {m_h(v_h²_f -v_h²₀ ) / ( w_o² -w_f² ) } +{2m_h g(y_hf -y_h0 )/ ( w_o² -w_f² )}