
Anthony T. answered 04/16/24
Patient Science Tutor
Since keeping the concentration of A constant and doubling B makes no change in the rate, the reaction rate is independent of the concentration of B or is zero order in B.
Doubling the concentration of A, keeping B constant, results in increasing the reaction rate by a factor of 4, and is second order in A.
This is consistent with the rate equation R = k [A]^2.
Solving for k = R / [A]^2. Putting in the given values gives k = 0.0102 / 0.350^2 = 0.0833 M-1 s-1
You should get the same result using 0.700 for the concentration and 0.408 for the rate.