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iurod
Jun13-10, 11:09 PM
the motion of a body is always in the direction of the resultant force. Why wouldn't this be a correct statement?

I thought all the forces on a body were added up and the resultant force was the direction in which the body moved. Am I confusing net force with resultant force? I was under the impression that they meant the same thing..

russ_watters
Jun13-10, 11:13 PM
I'd probably replace the word "motion" with "acceleration" in the first post.

iurod
Jun13-10, 11:19 PM
Hey Russ,
Thanks for the reply. I just checked out your website, and its really cool!

hikaru1221
Jun13-10, 11:22 PM
the motion of a body is always in the direction of the resultant force. Why wouldn't this be a correct statement?

I thought all the forces on a body were added up and the resultant force was the direction in which the body moved. Am I confusing net force with resultant force? I was under the impression that they meant the same thing..

They are the same.
But the statement "the motion of a body is always in the direction of the resultant force" is wrong. In circular motion with constant speed, velocity is perpendicular to net force.

iurod
Jun13-10, 11:28 PM
They are the same.
But the statement "the motion of a body is always in the direction of the resultant force" is wrong. In circular motion with constant speed, velocity is perpendicular to net force.

I didn't think of that until now. I guess circular motion totally proved this statement to be incorrect. Thanks for clarifying this for me hikaru

russ_watters
Jun14-10, 12:20 AM
If you replace "velocity" with "acceleration" the statement still holds in the case of circular motion.

Thanks for the compliment on my website.