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0.05mo(l)/(d)m^(3) in A and 0.07mo(l)/(d)m^(3) in B. After 2.0h the concentration of A had fallen to 0.010 mo(l)/(d)m^(3) . Calculate the rate constant k with

0.05mo(l)/(d)m^(3)

in A and

0.07mo(l)/(d)m^(3)

in B. After

2.0h

the concentration of A had fallen to 0.010

mo(l)/(d)m^(3)

. Calculate the rate constant

k

with unit

dm^(3)mol^(-1)s^(-1)

. Please enter your answer with 2 significant figures. Hint: this is a second-order type II reaction, find the integrated rate law in lecture note.

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0.05mol/dm3 in A and 0.07mol/dm3 in B. After 2.0h the concentration of A had fallen to 0.010 mol/dm3. Calculate the rate constant k with unit dm3mol1s1. Please enter your answer with 2 significant figures. Hint: this is a second-order type II reaction, find the integrated rate law in lecture

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