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For a certain reaction `Ato` products, the `t_(1//2)` as a function of `[A]_0` is given as below: `{:([A]_0(M),0.1,0.025),(t_(1//2),100,50):}` Which of the following is true :A. The order of `1/2`B. `t_(1//2)`would be `100sqrt10` min for `[A]_0=1` MC. The order is 1D. `t_(1//2)`would be `100` min for `[A]_0=1` M |
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Answer» Correct Answer - A,B `100prop(0.1)^(t-n)` `50prop(0.025)^(1-n)` Divide `2=4^(1-n)` `2=2^(2-2n) implies " " 2-2n=1` `n=1/2` `100 prop (0.1)^(1//2) implies t^(1//2)prop(1)^(1//2)` Divide `t_(1//2)/100=(1/0.1)^(1//2)` `t_(1//2)=100sqrt10` min. |
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