Right, so I have a mechanics module tomorrow morning, and I'm almost there, the only thing stumping me is the centre of mass of a uniform semicircular lamina.
I have the formula for a sector of a circle, which is
2r sin(angle)
sin (angle)
(r is radius)
Now when it's a semicircle then the angle would be ∏ radians, but sin(∏) is 0 therefore this formula isn't going to work. Am I missing something here?
I did google this and the answer I saw is
4r
3p
Yet nowhere I saw this did they say what p was. Is it short for pi?
Thanks for any help, this is getting me stressed out!
I have the formula for a sector of a circle, which is
2r sin(angle)
sin (angle)
(r is radius)
Now when it's a semicircle then the angle would be ∏ radians, but sin(∏) is 0 therefore this formula isn't going to work. Am I missing something here?
I did google this and the answer I saw is
4r
3p
Yet nowhere I saw this did they say what p was. Is it short for pi?
Thanks for any help, this is getting me stressed out!