It seems like we cannot find C for arbitary p,
But can we know the existence of C for arbitary p ??
I don't need to find the entire solutions, just a single one.
People say the small particle such as electron has a property that the wave has. But isn't that if particle acts like a wave, isn't it impossible to have a collision between two particles?
Because when two different waves meet together, it just go through each other without having an any effect...
I found few more equations for that problem.
First, because the object moves on the hemisphere before it falls off It must satisfy following condition
\frac{v_y}{v_x + V} = tan \theta
Also, I am not quite sure about the equation but since the object is having on circular motion (at the...
There is a small object, which mass is m on the top of hemisphere, with the mass of M.
the size of the object is neglectable. Also, the radius of hemisphere is R.
There is no friction between the hemisphere and the object, and the hemisphere and the surface. What if we slightly hit the...
Hi guys,
I earned that
\Delta E \Delta t \gtrapprox \frac{\hbar}{2}
But one thing that's really strange is, according to Planck's assumption on black-body radiation problem, it just say that energy of each osciliator can be written as
E = nhf
where n is an integer. (I hope...