Explanation:
It is known that it does not matter at what angle the force has been applied on an object because they all are acting perpendicular to the axis.
And, expression for torque from each force is as follows.
[tex]\tau = F \times r[/tex]
where, F = magnitude of force
r = distance from the center
Total torque will be calculated as follows.
[tex]\tau = [(12 + 16) \times 0.26 - (0.26 \times 0.13)][/tex] Nm
= 3.9 Nm
Therefore, we can conclude that the magnitude of the net torque on the wheel about the axle through the center of the object is 3.9 Nm.
The magnitude of the net torque on the wheel about the axle through the center of the object is 3.9Nm
Torque is defined as the product of applied force and distance perpendicular to the force. Mathematically;
[tex]\tau =Fr[/tex]
To get the magnitude of the net torque on the wheel about the axle through the center of the object, we will use the principle of moment as shown:
[tex]\tau = [(16 + 12)\times 0.26-(13 \times 0.26)][/tex]
[tex]\tau = [(28 \times 0.26 - (13 \times 0.26))]\\\tau = [(7.28)-3.38]\\\tau = 3.9Nm[/tex]
Hence the magnitude of the net torque on the wheel about the axle through the center of the object is 3.9Nm
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