Simplify E_c = (m 4pi^2 k^2 e^2)/(2 h^2 n^2) - (4pi k^2 e^4)/(n^2 h^2)
MarkFL Super Moderator Staff member Joined Nov 24, 2012 Messages 3,021 Mar 30, 2019 #2 If you're simply trying to factor, then I would write: [MATH]E_C=\frac{2\pi k^2e^2}{h^2n^2}\left(\pi m-2e^2\right)[/MATH]
If you're simply trying to factor, then I would write: [MATH]E_C=\frac{2\pi k^2e^2}{h^2n^2}\left(\pi m-2e^2\right)[/MATH]
Steven G Elite Member Joined Dec 30, 2014 Messages 14,598 Mar 30, 2019 #3 MarkFL said: If you're simply trying to factor, then I would write: [MATH]E_C=\frac{2\pi k^2e^2}{h^2n^2}\left(\pi-2e^2\right)[/MATH] Click to expand... Mark, what happened to the m?
MarkFL said: If you're simply trying to factor, then I would write: [MATH]E_C=\frac{2\pi k^2e^2}{h^2n^2}\left(\pi-2e^2\right)[/MATH] Click to expand... Mark, what happened to the m?
MarkFL Super Moderator Staff member Joined Nov 24, 2012 Messages 3,021 Mar 30, 2019 #4 Jomo said: Mark, what happened to the m? Click to expand... I simply overlooked it...I've edited my post.
Jomo said: Mark, what happened to the m? Click to expand... I simply overlooked it...I've edited my post.
