Define zero order reaction. Derive integrated rate equation for rate constant of a zero order reaction.

Explanation

Consider the general reaction `A to ` Product
for zero order reaction Rate `= ( - d [A] )/( dt ) = k [A] ^(@) -d [A] = kdt`
Integrating both sides, we get
`[A] = - kt + 1` Where 1 is integration constant " "...(i)
`At t = 0, [A] = [A_(0) ]`
`therefore [A_(0) ] = I " "...(i)`
Put (ii) in (i) we have
`[A] = - kt + [ A _(0) ] , kt = [A _(0) ] - [A]`
`k = (1)/(t) { [A_(0) ] - [A]}`