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Rate equation
Show how the rate of reaction is affected by the concentration of reactants
For the general equation A + B → C + D, what is the rate equation
Rate = K[A]m[B]n
In the rate equation Rate = K[A]m[B]n, what is m
The order of reaction with respect to reactant A and shows how the concentration of A affects the rate of reaction
In the rate equation Rate = K[A]m[B]n, what is n
The order of reaction with respect to reactant B and shows how the concentration of B affects the rate of reaction
What is K in Rate = K[A]m[B]n
The rate constant
A bigger rate constant, means the reaction is faster
The rate constant is always the same for a reaction at a particular temperature
The units of K vary and can be worked out
If [A] changes and the rate stays the same, what is the order
The order of reaction with respect to A is 0
If the rate is proportional to the [A] (rate ∝ [A]), what is the order
The order of reaction with respect to A is 1
If the rate is proportional to the [A]2 (rate ∝ [A]2), what is the order
The order of reaction with respect to A is 2
What is the overall order of a reaction
The sum of the orders of all the different reactants
Methods of finding orders
Use initial rates to construct a rate-concentration graph and examine its shape
Directly compare the initial rates for different concentrations of reactant
Use the continuous monitoring method to construct a concentration time graph and compare successive half lives
How to ensure the concentrations of reactants not being investigated don’t affect the rate
Present in excess so their concentration don’t change significantly during the reaction
Which shapes of concentration-time graphs correspond to which order
A straight line indicates 0 order
A curved indicates first or second order
Which shapes of rate-concentration graphs correspond to which order
A straight horizontal graph indicates 0 order
A straight line going through the origin indicates first order
A curved line indicates second order
How does temperature affect K
K increases as temperature increases