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The ratio of the time taken for 99.9% reaction and half life of the reaction is : |
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Answer» 100 `R = [R]_(0)-(99.9)/(100) [R]_(0) = 0.001 [R]_(0)` ` t(99.9%) = (2.303) /(k) "log " ([R]_(0))/(0.001[R]_(0))` `= (2.303)/(k) "log" 10^(3)` `= (2.303xx3)/(k)` `t_(1//2) = (2.303)/(k) "log" ([R]_(0))/(0.5[R]_(0)) ` `= (2.303"log"2)/(k)` `=(2.303xx0.3010)/(k)` Dividing EQ . (i ) by eq (ii) we GET `(t(99.9%))/(t_(1//2))= (3)/(0.3010) ~~ 10` |
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