Question: Stencils Edit Convert Insett Replay Help Tablet: Data for Centripetal Motion table [ [ Period ( s ) , F r e q u

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Tablet: Data for Centripetal Motion
\table[[Period(s),FrequencyGiz,D(m),L(m),R(m),Fr(N),\table[[Angular],[Velocity(rad/s)]],Velocity (ms),RadialAcceleration(m2),\table[[Centripetal],[Force(N)]]],[2,0.500,1,1,1.88,105,3.14,5.92,18.64,93.0],[2,0.500,0.5,1,1.29,80.5,3.14,4.06,12.78,63.8],[2,0.500,1,0.5,1.41,85.1,3.14,4.43,13.91,69.5],[4,0.250,1,1,1.31,16.2,1.57,2.06,3.2,16.2],[4,0.250,0.5,1,?bar(0.66),49.7,1.57,1.04,1.62,8.20],[4,0.250,1,0.5,1.14,51.0,1.57,1.79,2.81,14.0],[6,0.167,1,1,1.12,49.4,1.05,1.18,1.24,6.17],[6,0.167,0.5,1,0.56
3,49.1,1.05,0.563,5.63,3.09],[6,0.167,1,0.5,1.06,49.4,1.05,1.11,1.16,5.81]]
B- Use excel or any other software which you have access to and draw centripetal Force(N) vs radial acceleration(ms2) for Thble, copy past your graph below. How much is the slope of the graph? Is it the same as expected value?Stencils
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Tablet: Data for Centripetal Motion
\table[[Period(s),FrequencyGiz,D(m),L(m),R(m),Fr(N),\table[[Angular],[Velocity(rad/s)]],Velocity (ms),RadialAcceleration(m2),\table[[Centripetal],[Force(N)]]],[2,0.500,1,1,1.88,105,3.14,5.92,18.64,93.0],[2,0.500,0.5,1,1.29,80.5,3.14,4.06,12.78,63.8],[2,0.500,1,0.5,1.41,85.1,3.14,4.43,13.91,69.5],[4,0.250,1,1,1.31,16.2,1.57,2.06,3.2,16.2],[4,0.250,0.5,1,?bar(0.66),49.7,1.57,1.04,1.62,8.20],[4,0.250,1,0.5,1.14,51.0,1.57,1.79,2.81,14.0],[6,0.167,1,1,1.12,49.4,1.05,1.18,1.24,6.17],[6,0.167,0.5,1,0.56
3,49.1,1.05,0.563,5.63,3.09],[6,0.167,1,0.5,1.06,49.4,1.05,1.11,1.16,5.81]]
B- Use excel or any other software which you have access to and draw centripetal Force(N) vs radial acceleration(ms2) for Thble, copy past your graph below. How much is the slope of the graph? Is it the same as expected value?
Stencils Edit Convert Insett Replay Help Tablet:

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