SOLVED: Determine the moment of the force F about an axis extending between points A. Express the result as a Cartesian vector (i, j, k components). Hint: First determine the unit vector
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![4. The moment of the force, F = 4ỉ +5j-ok (2,0, -3), about the point (2, -2, -2), is given by [NEET-2018] (1) -81 - 4j (3) -7 -49 -8K (2) -41 -j-8k (4) -7 - 81 -4K](https://toppr-doubts-media.s3.amazonaws.com/images/10859227/f1606919-2970-489f-bd47-e93bed40f7f1.jpg "4. The moment of the force, F = 4ỉ +5j-ok (2,0, -3), about the point (2, -2, -2), is given by [NEET-2018] (1) -81 - 4j (3) -7 -49 -8K (2) -41 -j-8k (4) -7 - 81 -4K")
4. The moment of the force, F = 4ỉ +5j-ok (2,0, -3), about the point (2, -2, -2), is given by [NEET-2018] (1) -81 - 4j (3) -7 -49 -8K (2) -41 -j-8k (4) -7 - 81 -4K
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If the moment of F about the centre of a wheel O is 6Nm then calculate th..
Determine the moment of force F about point O - YouTube
Determine the moment of force F about point O - YouTube
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