1. Statement 2.
2. t1/2 = \(\frac{0.693}{k}\)
t1/2 of a first order reaction is independent of the initial concentration of the reacting species.
3. For a zero order reaction,
\(k=\frac{[R]_0\,-\,[R]}{t}\)
When t = t1/2, [R] = [R]0/2
\(k=\frac{[R]_0\,-\,[R]_0/2}{t}\)
\(k=\frac{[R]_0/2}{t_{1/2}}\)
t1/2 = \(\frac{[R]_0}{2k}\)
Where [R]0 is the initial amount. i.e., t1/2 of zero order reaction is directly proportional to the initial amount.