Hi, so I did the question, but apparently my answer is off by a factor of 2. An accelerated electron radiates energy at the rate Ke2a2/c3...e is the electron charge, a is the instantaneous acceleration, c is the speed of light, K=6x109Nm2/C2...whatever that is. So first I had to find how much energy an electron oscillating in a straight line would radiate over one cycle, the motion is describe by x=Asin([tex]2\pi[/tex]ft), I did that and according to the answer book I am right, it is Ke28A2pi4f3/c3. For the next part I have to find the quality factor...I know that is [tex]2\pi[/tex] x energy stored/energy dissipated per cycle, and the energy stored is 1/2 kA2, and since k=w0m the energy stored becomes (1/2)4pi2f2mA2...when I do that times [tex]2\pi[/tex], and then divide that by the energy dissipated over one cycle that I found in the first part, I get as an answer mc3/(2Ke2pif)...but according to the answer book the denominator should be multiplied by a factor of 4, not two... Am I missing something here? I can't figure out where my mistake is..