Ann Veteran 356 Posts user info edit post |
Hi,
Has anyone figured out how to do this problem yet? If you do, please help...
Thanks, Ann 1/18/2006 7:13:38 PM |
brianj320 All American 9166 Posts user info edit post |
post the problem so those not in the class can help 1/18/2006 7:23:24 PM |
Ann Veteran 356 Posts user info edit post |
good suggestion brianj320 Here is the problem: Determine the magnitude of force F so that the resultant F(R) of the three forces is as small as possible. The picture for the problem is in my gallery. Thanks 1/18/2006 7:39:02 PM |
brianj320 All American 9166 Posts user info edit post |
resolve the forces into x and y components. do a sum of forces in x direction = 0 and same for y direction. once u get Fx and Fy, find F by saying F= sqrt(Fx^2+Fy^2) 1/18/2006 9:06:46 PM |
Quinn All American 16417 Posts user info edit post |
ann baby,
you got this
come on 1/18/2006 9:11:52 PM |
Ann Veteran 356 Posts user info edit post |
Thanks brianj320, but that's how I first approach the problem, it didn't get the right answer, that's why I posted it on thewolfweb. I guess I am just going to ask him in class tomorrow. 1/18/2006 10:42:46 PM |
loudRyan All American 594 Posts user info edit post |
It's an optimization problem. Once you have the magnitude of the resultant force |Fr| as a function of F, take the derivative and set it to 0 to find the minimum. 1/18/2006 11:26:44 PM |
Ann Veteran 356 Posts user info edit post |
thanks 1/19/2006 12:18:18 AM |
Quinn All American 16417 Posts user info edit post |
yay!
[Edited on January 19, 2006 at 2:18 AM. Reason : .] 1/19/2006 2:18:11 AM |