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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.
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.
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.
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