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Rate expression for two reaction are : ...

Rate expression for two reaction are : (a) `"rate"_(a) = k_(a)[A]` and (b) `"rate"_(b) = k_(b) [B]^(2)` . When [A] = [B] `= 1 mol l^(-1) , k_(a) = k_(b) mol L^(-1)`. If [A] = [B] = 2 mol `L^(-1)` , write the relation between `"rate"_(a) ` and `"rate"_(b)` .

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To solve the problem, we need to find the relationship between the rates of two reactions given their rate expressions and concentrations. Let's break it down step by step. ### Step 1: Write the rate expressions for both reactions. The rate expressions are given as: - For reaction (a): \[ \text{rate}_a = k_a [A] \] ...
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