. Refer to figure 1. Calculate the torque for each case in table 1. 0.250 m Table 1: Table of angles and forces Force (N) Angle 90.0° Case 100.0 2 100.0 60.0° 30.0° 3. 100.0 30.0° 60.0° 90.0° Figure 1

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1. Refer to figure 1. Calculate the torque for each case in table 1.
0.250 m
Table 1: Table of angles and forces
Force (N)
Angle
90.0°
Case
1
100.0
2.
100.0
60.0
30.0°
100.0
30.0°
60.0°
90.0°
Figure 1
2. Refer to figure 1. What must the moment arm length (i.e. radius) need to be in order to
get the same torque as the first case, using the same force as the first case but applied
at a 45.0° ?
3. Refer to figure 2. Assume the beam's mass holding the objects is negligible, calculate
the center of mass.
Transcribed Image Text:1. Refer to figure 1. Calculate the torque for each case in table 1. 0.250 m Table 1: Table of angles and forces Force (N) Angle 90.0° Case 1 100.0 2. 100.0 60.0 30.0° 100.0 30.0° 60.0° 90.0° Figure 1 2. Refer to figure 1. What must the moment arm length (i.e. radius) need to be in order to get the same torque as the first case, using the same force as the first case but applied at a 45.0° ? 3. Refer to figure 2. Assume the beam's mass holding the objects is negligible, calculate the center of mass.
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