Solve for T n2 BT3eEkT Solve for T n2 BT3eEkTSolutionapply
Solve for T: (n^2) = BT^3e^(-E/kT)
Solve for T: (n^2) = BT^3e^(-E/kT)
Solution
apply ln on both sides=> ln n^2= ln B +ln T^3 + ln*e^(-E/KT)
ln(n^2/B)= 3lnT- E/KT
now apply derivative wrt T on both sides => since n and B are constants LHS=0
0= 1/T + E/kT^2
E= -kT=> T=-E/k
