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## Rate constant for different products for second order reaction Solution

STEP 0: Pre-Calculation Summary
Formula Used
rate_constant_for_first_order_reaction = 2.303/(Time for completion*(Initial concentration of reactant A-Initial concentration of reactant B))*log10(Initial concentration of reactant B*(Concentration at time t of reactant A))/(Initial concentration of reactant A*(Concentration at time t of reactant B))
k = 2.303/(t*(a-b))*log10(b*(a-x))/(a*(b-x))
This formula uses 2 Functions, 5 Variables
Functions Used
log10 - Common logarithm function (base 10), log10(Number)
log - Logarithm function, log(Number, Base)
Variables Used
Time for completion - The Time for completion is defined as the time required for a complete transformation of reactant into the product. (Measured in Second)
Initial concentration of reactant A - The Initial concentration of reactant A is defined as the concentration of reactant A before the start of the reaction. (Measured in Mole per Liter)
Initial concentration of reactant B - The initial concentration of reactant B is defined as the concentration of reactant B before the start of the reaction. (Measured in Mole per Liter)
Concentration at time t of reactant A - The Concentration at time t of reactant A is defined as the concentration of reactant A after a certain time interval. (Measured in Mole per Liter)
Concentration at time t of reactant B - The Concentration at time t of reactant B is defined at the concentration of reactant b after a certain time interval. (Measured in Mole per Liter)
STEP 1: Convert Input(s) to Base Unit
Time for completion: 3 Second --> 3 Second No Conversion Required
Initial concentration of reactant A: 5 Mole per Liter --> 5000 Mole per Meter³ (Check conversion here)
Initial concentration of reactant B: 9 Mole per Liter --> 9000 Mole per Meter³ (Check conversion here)
Concentration at time t of reactant A: 5 Mole per Liter --> 5000 Mole per Meter³ (Check conversion here)
Concentration at time t of reactant B: 4 Mole per Liter --> 4000 Mole per Meter³ (Check conversion here)
STEP 2: Evaluate Formula
Substituting Input Values in Formula
k = 2.303/(t*(a-b))*log10(b*(a-x))/(a*(b-x)) --> 2.303/(3*(5000-9000))*log10(9000*(5000))/(5000*(4000))
Evaluating ... ...
k = -7.34389517467692E-11
STEP 3: Convert Result to Output's Unit
-7.34389517467692E-11 1 Per Second --> No Conversion Required
-7.34389517467692E-11 1 Per Second <-- Rate constant for first order reaction
(Calculation completed in 00.031 seconds)

## < 10+ Second order reaction Calculators

Time of completion for different products for second order reaction
time_for_completion = 2.303/(Rate constant for second order reaction*(Initial concentration of reactant A-Initial concentration of reactant B))*log10(Initial concentration of reactant B*(Concentration at time t of reactant A))/(Initial concentration of reactant A*(Concentration at time t of reactant B)) Go
Rate constant for different products for second order reaction
rate_constant_for_first_order_reaction = 2.303/(Time for completion*(Initial concentration of reactant A-Initial concentration of reactant B))*log10(Initial concentration of reactant B*(Concentration at time t of reactant A))/(Initial concentration of reactant A*(Concentration at time t of reactant B)) Go
Time of completion for same product for second order reaction
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) Go
Activation energy for second order reaction
energy_of_activation = [R]*Temperature*(ln(Frequency factor from Arrhenius equation)-ln(Rate constant for second order reaction)) Go
Rate constant for same product for second order reaction
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) Go
Rate constant for second order reaction from Arrhenius equation
rate_constant_for_second_order_reaction = Frequency factor from Arrhenius equation*exp(-Energy of activation/([R]*Temperature)) Go
Arrhenius constant for second order reaction
frequency_factor_from_arrhenius_equation = Rate constant for second order reaction/exp(-Energy of activation/([R]*Temperature)) Go
Time for completion for the same product by titration method for second order reaction
time_for_completion = (1/(Volume at time t*Rate constant for second order reaction))-(1/(Initial volume of reactant*Rate constant for second order reaction)) Go
Temperature in Arrhenius equation for second order reaction
temperature = Energy of activation/[R]*(ln(Frequency factor from Arrhenius equation/Rate constant for second order reaction)) Go
Rate constant for the same product by titration method for second order reaction
rate_constant_for_second_order_reaction = (1/(Volume at time t*Time for completion))-(1/(Initial volume of reactant*Time for completion)) Go

### Rate constant for different products for second order reaction Formula

rate_constant_for_first_order_reaction = 2.303/(Time for completion*(Initial concentration of reactant A-Initial concentration of reactant B))*log10(Initial concentration of reactant B*(Concentration at time t of reactant A))/(Initial concentration of reactant A*(Concentration at time t of reactant B))
k = 2.303/(t*(a-b))*log10(b*(a-x))/(a*(b-x))

## What is second order reaction?

In second order reaction, the rate of the reaction is proportional to the second power of the concentration of the reactant if a single reactant is given. The inverse of the concentration of the reactant in second order reaction increases linearly with time.

## How to Calculate Rate constant for different products for second order reaction?

Rate constant for different products for second order reaction calculator uses rate_constant_for_first_order_reaction = 2.303/(Time for completion*(Initial concentration of reactant A-Initial concentration of reactant B))*log10(Initial concentration of reactant B*(Concentration at time t of reactant A))/(Initial concentration of reactant A*(Concentration at time t of reactant B)) to calculate the Rate constant for first order reaction, The Rate constant for different products for second order reaction formula is defined as the average rate of the reaction per concentration of the two different reactants each having power raised to 1. . Rate constant for first order reaction and is denoted by k symbol.

How to calculate Rate constant for different products for second order reaction using this online calculator? To use this online calculator for Rate constant for different products for second order reaction, enter Time for completion (t), Initial concentration of reactant A (a), Initial concentration of reactant B (b), Concentration at time t of reactant A (a-x) and Concentration at time t of reactant B (b-x) and hit the calculate button. Here is how the Rate constant for different products for second order reaction calculation can be explained with given input values -> -7.344E-11 = 2.303/(3*(5000-9000))*log10(9000*(5000))/(5000*(4000)).

### FAQ

What is Rate constant for different products for second order reaction?
The Rate constant for different products for second order reaction formula is defined as the average rate of the reaction per concentration of the two different reactants each having power raised to 1. and is represented as k = 2.303/(t*(a-b))*log10(b*(a-x))/(a*(b-x)) or rate_constant_for_first_order_reaction = 2.303/(Time for completion*(Initial concentration of reactant A-Initial concentration of reactant B))*log10(Initial concentration of reactant B*(Concentration at time t of reactant A))/(Initial concentration of reactant A*(Concentration at time t of reactant B)). The Time for completion is defined as the time required for a complete transformation of reactant into the product, The Initial concentration of reactant A is defined as the concentration of reactant A before the start of the reaction, The initial concentration of reactant B is defined as the concentration of reactant B before the start of the reaction, The Concentration at time t of reactant A is defined as the concentration of reactant A after a certain time interval and The Concentration at time t of reactant B is defined at the concentration of reactant b after a certain time interval.
How to calculate Rate constant for different products for second order reaction?
The Rate constant for different products for second order reaction formula is defined as the average rate of the reaction per concentration of the two different reactants each having power raised to 1. is calculated using rate_constant_for_first_order_reaction = 2.303/(Time for completion*(Initial concentration of reactant A-Initial concentration of reactant B))*log10(Initial concentration of reactant B*(Concentration at time t of reactant A))/(Initial concentration of reactant A*(Concentration at time t of reactant B)). To calculate Rate constant for different products for second order reaction, you need Time for completion (t), Initial concentration of reactant A (a), Initial concentration of reactant B (b), Concentration at time t of reactant A (a-x) and Concentration at time t of reactant B (b-x). With our tool, you need to enter the respective value for Time for completion, Initial concentration of reactant A, Initial concentration of reactant B, Concentration at time t of reactant A and Concentration at time t of reactant B and hit the calculate button. You can also select the units (if any) for Input(s) and the Output as well.
How many ways are there to calculate Rate constant for first order reaction?
In this formula, Rate constant for first order reaction uses Time for completion, Initial concentration of reactant A, Initial concentration of reactant B, Concentration at time t of reactant A and Concentration at time t of reactant B. We can use 10 other way(s) to calculate the same, which is/are as follows -
• 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 = 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_first_order_reaction = 2.303/(Time for completion*(Initial concentration of reactant A-Initial concentration of reactant B))*log10(Initial concentration of reactant B*(Concentration at time t of reactant A))/(Initial concentration of reactant A*(Concentration at time t of reactant B))
• time_for_completion = 2.303/(Rate constant for second order reaction*(Initial concentration of reactant A-Initial concentration of reactant B))*log10(Initial concentration of reactant B*(Concentration at time t of reactant A))/(Initial concentration of reactant A*(Concentration at time t of reactant B))
• rate_constant_for_second_order_reaction = Frequency factor from Arrhenius equation*exp(-Energy of activation/([R]*Temperature))
• frequency_factor_from_arrhenius_equation = Rate constant for second order reaction/exp(-Energy of activation/([R]*Temperature))
• energy_of_activation = [R]*Temperature*(ln(Frequency factor from Arrhenius equation)-ln(Rate constant for second order reaction))
• temperature = Energy of activation/[R]*(ln(Frequency factor from Arrhenius equation/Rate constant for second order reaction))
• rate_constant_for_second_order_reaction = (1/(Volume at time t*Time for completion))-(1/(Initial volume of reactant*Time for completion))
• time_for_completion = (1/(Volume at time t*Rate constant for second order reaction))-(1/(Initial volume of reactant*Rate constant for second order reaction))
Where is the Rate constant for different products for second order reaction calculator used?
Among many, Rate constant for different products for second order reaction calculator is widely used in real life applications like {FormulaUses}. Here are few more real life examples -
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