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what is R
6.31446
what is the concentration ? seckonds later given rate m.s M secs later
(rate later) x (sec later)= new m —> 1/conc + new m = m#2 —> 1/m#2 =M
what is the concentration x seckonds later given rate s M secs later
-(rate) x (sec later)= new m —> e^-(new)=b —>(M) x (b)= M
finding how long it takes for conc to be decreased by x % given s rate m and %
if original dont-10 (%-100(then un% it) ) x (M) = new m —> -1/rate ln(new m/m)= secs
how long it takes xM given M1, M2, rate constant s
-1/rate ln(M2/M1) = secs
finding how long it takes to decrease x% of inital value given rate m-1s-1 m %
(%(unpercent)) x (M)= m new —> 1/rate(1/new - 1/m)
graph thing w box and line
A) destroyed B) line/line secs in M/s C) original-box= m —> m/box secs in M/s
graph thing with just box
A) seconds B) in2/seconds = s^-1 C) given time/ seconds = A original M/2^A = M
equtn moves right
added: down, up removed down down
equtn moves left
added: up up removed: up down
Q>Kc
reactants made
Q<Kc
products made
Q=Kc
no change
K> 10
products dominate, little A/B
K<.01
reactants dominate, little C/D
K= 0.1-10
neither
endo
both up temp lowered left temp raised right
exo
both up temp lowered right temp raised left