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For a reaction A(2) + B(2) hArr 2AB the ...

For a reaction `A_(2) + B_(2) hArr 2AB` the figure shows the path of the reaction in absence and presence of a catalyst. What will be energy of activation for forward `(E_(f))` and backward `(E_(b))` reaction in presence of a catalyst and `Delta H` for the reaction? The dotted curve is path of reaction in presence of a catalyst.

A

`E_(f) = 60 kJ// mol, E_(b) = 70 kJ // mol, Delta H = 20 kJ// mol`

B

`E_(f) = 20 kJ mol, E_(b) = 2- kJ// mol, Delta H = 50 kJ//mol`

C

`E_(f) = 70 kJ//mol, E_(b) = 20 kJ//mol, Delta H = 10 kJ//mol`

D

`E_(f) = 10 kJ//mol, E_(b) = 20 kJ//mol, Delta H = - 10 kJ mol`

Text Solution

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The correct Answer is:
D

`E_(f) = 70 - 60 = 10 `kj/mol
`E_(b) = 70 - 50 = 20` kj/mol
`Delta H = 50 - 60 = - 10` kj/mol
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