Thanks a lot for your video. Clear explanation. Just I think that at 03:46, the moment at C of the distributed load should be positive + 6 × 4 ×2 not negative (according to the positive clockwise that you consider). I am I wrong?
@@HITS2009The summation of moments is with respect to C. The uniform load is on the left and it's downward that's why it will give a counterclockwise moment to C.
You mean C will be a fixed joint? The frame will be indeterminate and you need to use other methods like, Three Moment Equation, Moment Distribution and so on.
Thanks a lot for your video. Clear explanation. Just I think that at 03:46, the moment at C of the distributed load should be positive + 6 × 4 ×2 not negative (according to the positive clockwise that you consider). I am I wrong?
Welcome and thank you also for appreciating.
Regarding your concern, it's negative. 😊
@@AbrenianLecturer could you explain this briefly please. the moment is un the clockwise dir no?. thanks a lot for your answer.
@@HITS2009The summation of moments is with respect to C. The uniform load is on the left and it's downward that's why it will give a counterclockwise moment to C.
@@AbrenianLecturer thanks a lot. you are absolutely right. the moment is in C. thank you very much.
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A great video ! Please if in C exist a moment, how could I resolve it?
You mean C will be a fixed joint? The frame will be indeterminate and you need to use other methods like, Three Moment Equation, Moment Distribution and so on.