Average 50375: 87.52
Avegage 50380: 84.41
ALL Average: 85.83
Median: 89
Std Dev: 13.10
Total 100's: 78
You might check out the exam 3 prep page for more info.
\(a {\rm A} + b {\rm B} \rightarrow c {\rm C} + d {\rm D}\)
\({\rm reaction \; rate} =\) \(-{\Delta[{\rm A}]\over a\Delta t} = -{\Delta[{\rm B}]\over b\Delta t} = {\Delta[{\rm C}]\over c\Delta t} = {\Delta[{\rm D}]\over d\Delta t}\)
\({\rm rate} = k[{\rm A}]^x[{\rm B}]^y\cdots\)
\([{\rm A}]_0 - [{\rm A}] = kt \hskip24pt t_{1/2}={[{\rm A}]_0\over 2k}\)
\(\ln\left({[{\rm A}]_0 \over [{\rm A}]}\right) = kt \hskip24pt t_{1/2}={\ln2\over k}\)
\({1\over[{\rm A}]} - {1\over[{\rm A}]_0} = k t\hskip24pt t_{1/2}={1\over k[{\rm A}]_0}\)
\(k = A\,e^{-E_{\rm a}/RT}\)
\(\ln k = {-E_{\rm a}\over R}\left({1\over T}\right) + \ln A\)
\(\ln\left({k_2\over k_1}\right) = {E_{\rm a}\over R}\left({1\over T_1} - {1\over T_2}\right)\)
Almost nothing on this exam
Conversion factors
(like masses of protons, neutrons, etc...)
Students will be able to...
Students will be able to...
Students will be able to...