Question
Question: the rate constant for the second order decomposition of NOBr(g) is .800 1 divided by MS at 10 degree's C. Suppose a 2.50 L beaker contains NOBr at a concentration at .0680 moles per liter. How much time does it take for 75.0 percent of the sample to decompose.
I know that the equation is 1 divided by concentration of A=kt+1 divided by concentration of A(initially). I'm not sure how you get 1 divided by concentration of A. I know that k=.800 and that the initial concentration is 1 divided by(.0680) and that we are solving for t(time). How do you get the 1 divided by concentration of A with the information from the problem?
I know that the equation is 1 divided by concentration of A=kt+1 divided by concentration of A(initially). I'm not sure how you get 1 divided by concentration of A. I know that k=.800 and that the initial concentration is 1 divided by(.0680) and that we are solving for t(time). How do you get the 1 divided by concentration of A with the information from the problem?
Answers
Related Questions
The rate constant for the thermal decomposition at 85 degrees Celsius of dinitrogen pentoxide equals...
Decomposition of an organic compound A follows first order kinetics. Initial concentration of A is...
1. The decomposition of acetaldehyde is a second order reaction with a rate constant of 4.71 × 10^−8...
In a series of experiments on the first order decomposition of NOBr, rate constants were
determine...