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I think it was a hard paper.My paper went all gross, i dun know how BUT I found it really tricky !
where was photoelectric effect??? :OPpr was managable except nuclear phys and photoelectric effect
worry notMy paper went all gross, i dun know how BUT I found it really tricky !
the photon hitting the electron thingwhere was photoelectric effect??? :O
Photon that tackled the electronwhere was photoelectric effect??? :O
ohh.... i just skipped that to do later and now i realize i forgot to do soPhoton that tackled the electron
Actually I forgot to do 1 of its part and skipped it accidentally ._.
i did rest of the question but just forgot to draw the direction of electronthe photon hitting the electron thing
with momentum
ya I couldnt tell them why momentum changed
why did it?
Mass was 130g. and KE ratio was around 0.32What was the mass answer for the decay question? And what was the KE ratio answer?
Mass was 130g. and KE ratio was around 0.32
calcualting KE was easy the formula is 1xMx(XoW)^2 . so everything gets cancelled but the amplitude. you just square the amplitudes and take the ratio and im sure it was right. Had nothing to do with gradientHow did you do the K.E. ratio, by taking the max gradients of both waves and then the ratio?
I did it that way and got 3.29, since the wave with a larger max gradient was in the numerator of the question.
Don't see how it can be less than 1, unless you accidentally flipped the fraction over? Or then maybe I'm remembering it wrong.
i did the same thing you did but i subsituted V=WXo. where Omega is angular frequency and Xo is peak amplitude. Found ratios using that since the aplitude was visible on the graph. And W is same for both so gets cancelled. But your answer is close to the flipped fraction. So one of us probably has it rightMy point is that the question asked the max. KE ratio for two waves, one of them had a higher maximum x/t gradient than the other which meant a higher max. speed and thus a higher max. KE. and that wave's KE was in the numerator. If I'm remembering it right then there is no way the answer can be less than 1.
I used 0.5xMxV^2 , and got V of both by calculating the max gradient. Not completely sure if it was right, but anyway .. no point in moping over it now. Rest of the paper went fairly well.
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