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Question: For a chemical reaction A ¾® Products, the rate of disappearance of A is given by : – \(\frac{dC_{A...

For a chemical reaction A ¾® Products, the rate of disappearance of A is given by :

dCAdt\frac{dC_{A}}{dt}= K1CA1+K2CA\frac{K_{1}C_{A}}{1 + K_{2}C_{A}}At very low CA, the reaction is of the ...... order with rate constant...... :

(Assume K1, K2 are lesser than 1)

A

I, K1/K2

B

I, K1

C

II, K1/K2

D

II, K1/K1 + K2

Answer

I, K1

Explanation

Solution

dCAdt\frac{dC_{A}}{dt} = K1CA1+K2CA\frac{K_{1}C_{A}}{1 + K_{2}C_{A}}

At very low CA : 1 >> K2CA ; (1 + K2VA) » 1

\ rate = – dCAdt\frac{dC_{A}}{dt} = K1CA ; Rate constant = K1

order = 1