For which order reaction a straight line is obtained along with `x`-axis by plotting a graph between half-life `(t_(1//2))` and initial concentration `'a'`

In a first order reaction , on plotting a graph between t_(1//2) and concentration of reactant

For a first order kinetics,a straight line is obtained by plotting (dx)/ (dt) against: (A) a-x (B) a+x (C) log(a-x) (D) initial concentration

For a zero order reaction a plot of rate (along Y-axis) and concentration (along X-axis) is

For a zero order reaction , the correct expression for rate constant (k) at half-life time (t_(1//2)) is R_0 = initial concentration of reactant )

For the reaction AtoB , for which graph between half life (t_(1//2)) and initial concentration (a) of the rectant is given below Hence graph between -(d[A])/(dt) and time will be:

For the reaction AtoB , for which graph between half life (t_(1//2)) and initial concentration (a) of the rectant is given below Hence graph between -(d[A])/(dt) and time will be: