For the mechanism proposed below, determine the overall rate law for k\(_1\) k\(_2\), k\(_1\) > k\(_2\)
$$2~NO~+~2 H_2~\longrightarrow~2~H_2O~+~N_2~~{overall}$$
$$2~NO+~H_2~\mathop{\leftrightharpoons}^{k_1}_{k_{-1}}~N_2O~+~H_2O$$ $$N_2O~+~H_2~\xrightarrow{k_2}~N_2~+~H_2O$$