For the gaseous reaction :A(g)to Products, the rate may be expressed as MethodI: -(1)/(V).(dn_(A))/(dt)-k_(1).C_(a)"^(n) Method II: -(dp_(A))/(dt)=k_(2).P_(A)"^(n) Wehre C_(A)=(n_(A))/(V)=molar concentration of A and P_(A) is the partial pressure of A at time 't' and 'n' is the order of reaction. The reaction is occurring at constant temperature, T=300 K Assume ideal behaviour of gas. Select the correct statement (s).

For the gaseous reaction :A(g)to Products, the rate may be expressed a

1.	For the gaseous reaction :A(g)to Products, the rate may be expressed as MethodI: -(1)/(V).(dn_(A))/(dt)-k_(1).C_(a)"^(n) Method II: -(dp_(A))/(dt)=k_(2).P_(A)"^(n) Wehre C_(A)=(n_(A))/(V)=molar concentration of A and P_(A) is the partial pressure of A at time 't' and 'n' is the order of reaction. The reaction is occurring at constant temperature, T=300 K Assume ideal behaviour of gas. Select the correct statement (s).
Answer» `k_(1)=K_(2)` for any VALUE of `'n'` `k_(1)=k_(2)` when `n=1` `k_(1)=k_(2).(RT)`, when `n=0` `k_(1)=k_(2)`.(RT)`,when `n=2` ANSWER :B::D