1.6 Linear Fit m (Slope) b(Y Intercept) 1.4 3,86 0.0066 -2.78 0,0063 1.00 000 0.00225 1.2- Mean Squared Error Root MSE 1.0 Linear Fit m (Slope) b(Y Intercept) Velocity, Ch1&2 Run #1 Velocity, Ch182...

Using a pulley system, a circular object (diameter 4.74cm) is angularly accelerated (with a mass of 5 grams). Obtaining this, the same acceleration within a group of random graphic shots of different objects. Calculate the experimental moment of inertia for it. Do not include the units and express it to 4 significant figures without rounding and without scientific notation and use g = 9.8ms21.6<br>Linear Fit<br>m (Slope)<br>b(Y Intercept)<br>1.4<br>3,86 0.0066<br>-2.78 0,0063<br>1.00<br>000<br>0.00225<br>1.2-<br>Mean Squared Error<br>Root MSE<br>1.0<br>Linear Fit<br>m (Slope)<br>b(Y Intercept)<br>Velocity, Ch1&2 Run #1<br>Velocity, Ch182 Run 2<br>Velocity, Ch1&2 Run #3<br>0.188 4.5E-4<br>-0.170 9.2E-4<br>0.8-<br>1.00<br>0.6<br>Mean Squared Error<br>000<br>Root MSE<br>0.00159<br>0.4<br>Linear Fit<br>m(Slope)<br>b(Y Intercept)<br>0.0388 2.7E-4<br>-0.0166 7.1E-4<br>0.998<br>0.2<br>Mean Squared Error 1.11E-5<br>Root MSE<br>0.0<br>0.00334<br>0.0<br>0.5<br>1.0<br>1.5<br>2.0<br>2.5<br>3.0<br>3.5<br>4.0<br>4.5.<br>Time(s)<br>Velocity( m/s) ONA<br>

Extracted text: 1.6 Linear Fit m (Slope) b(Y Intercept) 1.4 3,86 0.0066 -2.78 0,0063 1.00 000 0.00225 1.2- Mean Squared Error Root MSE 1.0 Linear Fit m (Slope) b(Y Intercept) Velocity, Ch1&2 Run #1 Velocity, Ch182 Run 2 Velocity, Ch1&2 Run #3 0.188 4.5E-4 -0.170 9.2E-4 0.8- 1.00 0.6 Mean Squared Error 000 Root MSE 0.00159 0.4 Linear Fit m(Slope) b(Y Intercept) 0.0388 2.7E-4 -0.0166 7.1E-4 0.998 0.2 Mean Squared Error 1.11E-5 Root MSE 0.0 0.00334 0.0 0.5 1.0 1.5 2.0 2.5 3.0 3.5 4.0 4.5. Time(s) Velocity( m/s) ONA

Jun 11, 2022
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