4. There are four forces acting on a thin rod as shown in figure. (a) Calculate the net torque t, acting on net the thin rod of length L = 3.00 m and mass m = 2.00 kg. Calculate (b) the moment of inertia (I %3D %3D %3D ML2) and (c) the magnitude of the angular acceleration. The point O on the left is the rotation point. 2 N (a) Tnet %3D 3 N L/2 (b) I = 3 N [C) α =

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Chapter1: Units, Trigonometry. And Vectors
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4. There are four forces acting on a thin rod as shown in figure. (a) Calculate the net torque t,
acting on
net
the thin rod of length L = 3.00 m and mass m = 2.00 kg. Calculate (b) the moment of inertia (I
%3D
%3D
%3D
ML2) and (c) the magnitude of the angular acceleration. The point O on the left is the rotation point.
2 N
(a) Tnet
%3D
3 N
L/2
(b) I =
3 N
[C) α =
Transcribed Image Text:4. There are four forces acting on a thin rod as shown in figure. (a) Calculate the net torque t, acting on net the thin rod of length L = 3.00 m and mass m = 2.00 kg. Calculate (b) the moment of inertia (I %3D %3D %3D ML2) and (c) the magnitude of the angular acceleration. The point O on the left is the rotation point. 2 N (a) Tnet %3D 3 N L/2 (b) I = 3 N [C) α =
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