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The dissociation energy of H(2) is 430.5...

The dissociation energy of `H_(2)` is `430.53 kJ mol^(-1), `If `H_(2)` is of dissociated by illumination with radiation of wavelength `253.7 nm` , the fraction of the radiant energy which will be converted into ikinetic energy is given by

A

`7.22%`

B

`8.82%`

C

`2.22%`

D

`100%`

Text Solution

Verified by Experts

The correct Answer is:
B

Energy of 1 mole of quanta = `hv N_(A) = (hc N_(A))/(lambda)`
` = (6.63 xx 10^(-34) xx 3 xx 10^(8) xx 6.023 xx 10^(23))/(253.7 xx 10^(-9))`
Energy converted into kinetic energy
` = 472.7 - 430.53 kJ`
% of radiant energy converted into kinetic energy
`= ((472.2 - 430.53)xx 100)/(472.2) = 8.82%`
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