HW1.4. 2D Moment resultantTwo forces lying in the x-y plane are defined by their magnitudes and direction angles, as shown in the figurebelow. Force F₁ has a magnitude F₁ = 360 N, an angle 0₁ = 109°, and acts at point A (310, 0) mm. ForceF₂ has a magnitude F₂ = 270 N, an angle 02 = 56°, and acts at point B = (0,385) mm. Determine the totalmoment about point O due to these two forces. Remember to follow the standard sign convention forclockwise (-) and counter-clockwise (+) moments.yB1002F₂F₁A0₁XTEGINGEN

torque about a given point of a force is r→xF→ where r is the position vector of the point of action…

Two forces lying in the x-y plane are defined by their magnitudes and direction angles, as shown in the figure below. Force F₁ has a magnitude F1 = 360 N, an angle 01 = 109°, and acts at point A = (310, 0) mm. Force F2 has a magnitude F₂ = 270 N, an angle 02 = 56°, and acts at point B (0, 385) mm. Determine the total moment about point O due to these two forces. Remember to follow the standard sign convention for clockwise (-) and counter-clockwise (+) moments. -

Two forces lying in the x-y plane are defined by their magnitudes and direction angles, as shown in the figure below. Force F₁ has a magnitude F1 = 360 N, an angle 01 = 109°, and acts at point A = (310, 0) mm. Force F2 has a magnitude F₂ = 270 N, an angle 02 = 56°, and acts at point B (0, 385) mm. Determine the total moment about point O due to these two forces. Remember to follow the standard sign convention for clockwise (-) and counter-clockwise (+) moments. -

Glencoe Physics: Principles and Problems, Student Edition

1st Edition

ISBN:9780078807213

Author:Paul W. Zitzewitz

Publisher:Paul W. Zitzewitz

Chapter9: Momentum And Its Conservation

Section9.1: Impulse And Momentum

Problem 1PP

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