Derive an Expression for a "1/3-Life" for a First-Order Reaction$\frac { \ln \frac { [ \mathrm { A } ] _ { t } } { [ \mathrm {~A} ] _ { 0 } } } { - k }$

Question

Examlex · Accepted Answer

The Answer of Derive an Expression for a "1/3-Life" for a First-Order Reaction$\frac { \ln \frac { [ \mathrm { A } ] _ { t } } { [ \mathrm {~A} ] _ { 0 } } } { - k }$

Derive an Expression for a "1/3-Life" for a First-Order Reaction $\frac { \ln \frac { [ \mathrm { A } ] _ { t } } { [ \mathrm {~A} ] _ { 0 } } } { - k }$

Definitions:

Derive an Expression for a "1/3-Life" for a First-Order Reaction ln⁡[A]t[ A]0−k\frac { \ln \frac { [ \mathrm { A } ] _ { t } } { [ \mathrm {~A} ] _ { 0 } } } { - k }−kln[ A]0​[A]t​​​

Definitions:

Derive an Expression for a "1/3-Life" for a First-Order Reaction $\frac { \ln \frac { [ \mathrm { A } ] _ { t } } { [ \mathrm {~A} ] _ { 0 } } } { - k }$