I attempted the "traditional" way of doing it. But the answer I received was nowhere near the answers given. I tried some YouTuber's (Useless) way of doing it and it was basically the same as the start point. At this point I am starting to unlearn everything I have so far and just confuse myself. Not covered in class, in the textbook or seemingly anywhere online (correctly at least)

Original attempt:

ln[k2/k1] = -Ea/R * (1/T2 - 1/T1)

k2 = k1*e^(-Ea/R * (1/T2 - 1/T1))

k2 = (1.35*10^2)*e^(-91000/8.314 * (1/348.15 - 1/298.15))

k2 = k1*e^(-10945.4) * (-4.82*10^-4))

k2 = k1*e^(5.27)

k2 = k1*194.86

k2 = 26306.6

This answer isn't anywhere on the sheet

Tried an ALTERNATIVE approach from online

ln[k2/k1] = -Ea/R * (1/T2 - 1/T1)/(T1*T2)

k2 = k1*e^(-91000/8.314 * ((1/348.15 - 1/298.15)/(298.15*348.15))

k2 = k1*e^(-10945.4 * ((-4.82*10^-4)/(103800.9225))

k2 = k1*e^(-10945.4 * (-4.64E-9)

k2 = k1*e^5.079E-5

k2 = k1*1.000050794

k2 = 135.0068572

Also none of the answers and hardly any different

Incredibly frustrating as I have almost 100% on this assignment SO FAR and if I do one thing wrong I have to do it ALL OVER again. So guessing isn't an option and it would likely glean nothing