McCord CH302 - quick info

mccord ch302

spring 2018

quickies

This is a bit of an experimental page. The idea being that I create lots of little pop up info boxes for information you want quickly, say instead of having to search through the syllabus or other web pages. I will be adding more BUTTONS as we progress.

Scores	pecentage
Exam average (quest) (drop 1 exam of 5)	60 %
Final Exam (quest)	25 %
Learning Exercises (canvas)	5 %
Homework (sapling)	5 %
REEF (iclicker-reef)	5 %

water data

name	zero order	first order	second order
rate law	\({\rm rate} = k\)	\({\rm rate} = k[{\rm A}]\)	\({\rm rate} = k[{\rm A}]^2\)
integrated rate law	\([{\rm A}]_0 - [{\rm A}] = kt\)	\(\ln[{\rm A}]_0 - \ln[{\rm A}] = kt\) \(\ln\left({[{\rm A}]_0 \over [{\rm A}]}\right) = kt\)	\({1\over[{\rm A}]} - {1\over[{\rm A}]_0} = kt\)
straight line form (\(y = mx + b\))	\([{\rm A}] = -kt + [{\rm A}]_0 \)	\(\ln[{\rm A}] = -kt + \ln[{\rm A}]_0 \)	\({1\over[{\rm A}]} = kt + {1\over[{\rm A}]_0}\)
half life	\(t_{1/2} = {[{\rm A}]_0\over 2k}\)	\(t_{1/2} = {\ln 2\over k}\)	\(t_{1/2} = {1\over [{\rm A}]_0 k}\)
to actually plot on x,y graph \(y\) = conc \(x\) = time	\(y = -kx + {\rm A}_0 \)	\(y = {\rm A}_0 e^{-kx} \)	\(y = \left(kt + {1\over{\rm A}_0}\right)^{-1}\)

Below are actual external links. They will all launch a new page in your browser.

gchem canvas openstax quest sapling reef all office hours