A 3·a long straight rod (a = 0.8 m) is marked with four equally separated points: A, B, C, and D (points A and D are on the opposite ends of the rod). There are three external forces exerted on the rod: force F1 = 20.5 N is applied at point C perpendicular to the rod, force F2 = 23.5 N is applied at point D at an angle of θ = 34° relative to the rod's normal, and force F3 = 20.5 N is applied at point D parallel to the rod. Find the magnitude and direction of the torques produced by these forces relative to the points indicated below. The torque due to F1 relative to point A, τA(due to F1) The torque due to F1 relative to point B, τB(due to F1) The torque due to F1 relative to point C, τC(due to F1) The torque due to F1 relative to point D, τD(due to F1) The torque due to F2 relative to point A, τA(due to F2) The torque due to F3 relative to point A, τA(due
A 3·a long straight rod (a = 0.8 m) is marked with four equally separated points: A, B, C, and D (points A and D are on the opposite ends of the rod). There are three external forces exerted on the rod: force F1 = 20.5 N is applied at point C perpendicular to the rod, force F2 = 23.5 N is applied at point D at an angle of θ = 34° relative to the rod's normal, and force F3 = 20.5 N is applied at point D parallel to the rod. Find the magnitude and direction of the torques produced by these forces relative to the points indicated below.
The torque due to F1 relative to point A, τA(due to F1)
The torque due to F1 relative to point B, τB(due to F1)
The torque due to F1 relative to point C, τC(due to F1)
The torque due to F1 relative to point D, τD(due to F1)
The torque due to F2 relative to point A, τA(due to F2)
The torque due to F3 relative to point A, τA(due to F3)
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