COM

find com of a non uniform disc with density linearly varying from one end of diametr to other

@edward_ By one end do you mean like this?

@edward_ It also means that all the equidiametrical points are equally distributed to Mass and radially consistent with each other which in turn returns the center of mass to the center.

@arunsettykodavali yes right and assume density at starting point as zero to remove extra constant from linear equation. and also help to get further solution.

@edward_ That's fine but the solution has more of the unrequired variables.

@arunsettykodavali isnt it possible to integrate.

@edward_ I tried but it fetches no result for the top integral(Mdx) term as it would have (dx)² term which is impossible to integrate.
But I'm thinking another way to pull the problem.

@arunsettykodavali
this is the source problem. ithink the wire will pass through the com.

@edward_ Yes...but I'm not getting a good way to solve it.
The solution I got involves Stokes theorem and double integrals to solve it. But these are high level at this point. I will try to make a separate method soon.
Thanks.