What will be the order of reaction for a chemical change having `log t_((1)/(2))` vs log a? ( where a = initial concentration of rectant, `t_((1)/(2))` =half life)

What will be the order of reaction for a chemical change having following graph of log t_1/2 versus log a? (a = initial concentration of reaction: t_1/2 = half-life)

What will be the order of reaction and rate constant for a chemical change having log t_(50%) vs log concentration of (a) curves as:

What will be the order of reaction and rate constant for a chemical change having log t_(50%) versue log concentration of (a) curves as:

What will be the order of reaction and rate constant for a chemical change having log t_(50%) versue log concentration of (a) curves as:

For a certain reaction involving a single reaction, it is found that C_(0)sqrt(t_(1//2)) is constant where C_(0) is the initial concentration of reactant and t_(1//2) is the half-life. The order of reaction 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 a second order reaction, 2Ararr Products, a plot of log t_(1//2) vs log a (where a is initial concentration) will give an intercept equal to which one of the following?