An electron in an atom jumps in such a way that its kinetic energy changes from x to , the change in potential energy will be
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Assuming a closed system, the total energy is conserved. So we can write qe + pe + KE = qe + PE + ke; where qe = mc^2 is the mass.energy of the electron and that's invariant.
So we can reduce the relationship to pe + KE = PE + KE/4. In which case we have PE - pe = KE - KE/4 = 3/4 KE is the change in potential energy. That is, it increases in value equivalent to 3/4 KE where KE was the initial kinetic energy (your X).
So we can reduce the relationship to pe + KE = PE + KE/4. In which case we have PE - pe = KE - KE/4 = 3/4 KE is the change in potential energy. That is, it increases in value equivalent to 3/4 KE where KE was the initial kinetic energy (your X).
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Answer: Here is your answer↓
+ 3x /2
Explanation:
change in K.E.(ΔK.E.) = K.E. final ( K.E. f ) - K.E. initial ( K.E. i )
Δ K.E. = X/4 -X
= - 3X/4
Now, we know that Δ K.E. = - ( Δ P.E. /2 )
-3x /4 = Δ P.E. /2
Δ P.E. =3X /2
Therefore ,the change in potential energy will be Δ P.E. =3X /2
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