Order of Bimolecular Reaction with respect to Reactant A Solution

STEP 0: Pre-Calculation Summary
Formula Used
Power Raised to Reactant 1 = Overall Order-Power Raised to Reactant 2
p = o-q
This formula uses 3 Variables
Variables Used
Power Raised to Reactant 1 - The Power Raised to Reactant 1 may be equal to or may not be equal to the stoichiometric coefficient.
Overall Order - The Overall Order of the reaction is the sum of the power of concentration or pressure terms raised in the rate law expression.
Power Raised to Reactant 2 - The Power Raised to Reactant 2 may be equal to or may not be equal to the stoichiometric coefficient.
STEP 1: Convert Input(s) to Base Unit
Overall Order: 5 --> No Conversion Required
Power Raised to Reactant 2: 2 --> No Conversion Required
STEP 2: Evaluate Formula
Substituting Input Values in Formula
p = o-q --> 5-2
Evaluating ... ...
p = 3
STEP 3: Convert Result to Output's Unit
3 --> No Conversion Required
FINAL ANSWER
3 <-- Power Raised to Reactant 1
(Calculation completed in 00.004 seconds)

Credits

Created by Prashant Singh
K J Somaiya College of science (K J Somaiya), Mumbai
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National Institute of Information Technology (NIIT), Neemrana
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15 Second Order Reaction Calculators

Time of Completion for different Products for Second Order Reaction
Go Time for completion = 2.303/(Rate Constant for Second Order Reaction*(Initial Reactant A Concentration-Initial Reactant B Concentration))*log10(Initial Reactant B Concentration*(Concentration at Time t of Reactant A))/(Initial Reactant A Concentration*(Concentration at Time t of Reactant B))
Rate Constant for different Products for Second Order Reaction
Go Rate Constant for First Order Reaction = 2.303/(Time for completion*(Initial Reactant A Concentration-Initial Reactant B Concentration))*log10(Initial Reactant B Concentration*(Concentration at Time t of Reactant A))/(Initial Reactant A Concentration*(Concentration at Time t of Reactant B))
Temperature in Arrhenius Equation for Second Order Reaction
Go Temperature in Arrhenius Eq for 2nd Order Reaction = Activation Energy/[R]*(ln(Frequency Factor from Arrhenius Eqn for 2nd Order/Rate Constant for Second Order Reaction))
Activation Energy for Second Order Reaction
Go Energy of Activation = [R]*Temperature_Kinetics*(ln(Frequency Factor from Arrhenius Equation)-ln(Rate Constant for Second Order Reaction))
Time of Completion for Same product for Second Order Reaction
Go Time for completion = 1/(Concentration at time t for second order*Rate Constant for Second Order Reaction)-1/(Initial Concentration for Second Order Reaction*Rate Constant for Second Order Reaction)
Rate Constant for Second Order Reaction from Arrhenius Equation
Go Rate Constant for Second Order Reaction = Frequency Factor from Arrhenius Eqn for 2nd Order*exp(-Activation Energy/([R]*Temperature for Second Order Reaction))
Arrhenius Constant for Second Order Reaction
Go Frequency Factor from Arrhenius Eqn for 2nd Order = Rate Constant for Second Order Reaction/exp(-Activation Energy/([R]*Temperature for Second Order Reaction))
Rate Constant for Same Product for Second Order Reaction
Go Rate Constant for Second Order Reaction = 1/(Concentration at time t for second order*Time for completion)-1/(Initial Concentration for Second Order Reaction*Time for completion)
Time for Completion for Same Product by Titration Method for Second Order Reaction
Go Time for completion = (1/(Volume at Time t*Rate Constant for Second Order Reaction))-(1/(Initial Reactant Volume*Rate Constant for Second Order Reaction))
Rate Constant for same product by Titration method for Second Order reaction
Go Rate Constant for Second Order Reaction = (1/(Volume at Time t*Time for completion))-(1/(Initial Reactant Volume*Time for completion))
Quarter life of Second Order Reaction
Go Quarter Life of Second Order Reaction = 1/(Initial Concentration*Rate Constant for Second Order Reaction)
Half Life of Second Order Reaction
Go Half Life of Second Order Reaction = 1/Reactant Concentration*Rate Constant for Second Order Reaction
Order of Bimolecular Reaction with respect to Reactant A
Go Power Raised to Reactant 1 = Overall Order-Power Raised to Reactant 2
Order of Bimolecular Reaction with respect to Reactant B
Go Power Raised to Reactant 2 = Overall Order-Power Raised to Reactant 1
Overall Order of Bimolecular Reaction
Go Overall Order = Power Raised to Reactant 1+Power Raised to Reactant 2

Order of Bimolecular Reaction with respect to Reactant A Formula

Power Raised to Reactant 1 = Overall Order-Power Raised to Reactant 2
p = o-q

How is overall order and rate law related?

The rate law is the expression in which reaction rate is given in terms of the molar concentration of reactants with each term raised to some power which may and may not be the same as the stoichiometric coefficient of the reacting species in a balanced chemical reaction.

How to Calculate Order of Bimolecular Reaction with respect to Reactant A?

Order of Bimolecular Reaction with respect to Reactant A calculator uses Power Raised to Reactant 1 = Overall Order-Power Raised to Reactant 2 to calculate the Power Raised to Reactant 1, The Order of Bimolecular Reaction with respect to Reactant A formula is defined as the overall order of the reaction minus the power raised to the other reactant. Power Raised to Reactant 1 is denoted by p symbol.

How to calculate Order of Bimolecular Reaction with respect to Reactant A using this online calculator? To use this online calculator for Order of Bimolecular Reaction with respect to Reactant A, enter Overall Order (o) & Power Raised to Reactant 2 (q) and hit the calculate button. Here is how the Order of Bimolecular Reaction with respect to Reactant A calculation can be explained with given input values -> 3 = 5-2.

FAQ

What is Order of Bimolecular Reaction with respect to Reactant A?
The Order of Bimolecular Reaction with respect to Reactant A formula is defined as the overall order of the reaction minus the power raised to the other reactant and is represented as p = o-q or Power Raised to Reactant 1 = Overall Order-Power Raised to Reactant 2. The Overall Order of the reaction is the sum of the power of concentration or pressure terms raised in the rate law expression & The Power Raised to Reactant 2 may be equal to or may not be equal to the stoichiometric coefficient.
How to calculate Order of Bimolecular Reaction with respect to Reactant A?
The Order of Bimolecular Reaction with respect to Reactant A formula is defined as the overall order of the reaction minus the power raised to the other reactant is calculated using Power Raised to Reactant 1 = Overall Order-Power Raised to Reactant 2. To calculate Order of Bimolecular Reaction with respect to Reactant A, you need Overall Order (o) & Power Raised to Reactant 2 (q). With our tool, you need to enter the respective value for Overall Order & Power Raised to Reactant 2 and hit the calculate button. You can also select the units (if any) for Input(s) and the Output as well.
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