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Question
The initial concentration of reactant (A) is 2 mol dm−3 for a zero order reaction \[\ce{A -> B}\]. The rate constant (k) is related to its half-life `("t"_(1//2))` by the equation:
Options
k = `("t"_(1//2))^(-1)`
k = `("t"_(1//2))^0`
k = `("t"_(1//2))^(-2)`
k = `sqrt("t"_(1//2))`
MCQ
Solution
k = `("t"_(1//2))^(-1)`
Explanation:
For zero order reaction,
`("t")_(1//2) = (["A"]_0)/(2"k")`
∴ k = `(["A"]_0)/(2 xx "t"_(1//2))`
= `2/(2 xx "t"_(1//2))`
= `1/("t"_(1//2))`
= `("t"_(1//2))^(-1)`
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