Answer:
[tex]r_B=k[A][B]^3[/tex]
Explanation:
Hello,
In this case, in order to represent the rate disappearance of B, we need to consider the rate law as:
[tex]r_B=k[A][B]^3[/tex]
Whereas k is the rate constant the third power corresponds to B's stoichiometric coefficient as well as the concentrations of A and B because they are involved in the overall rate too.
Regards.