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An iodine molecule dissociates into atom...

An iodine molecule dissociates into atom after absorbing light of wavelength `4500`Å. If quantum of radiation is absorbed by each molecule calculate the kinetic energy of iodine (Bond energy of `I_(2)` is `240`` kJ mol^(-1))`

Text Solution

Verified by Experts

Energy given to ` I_2` molecule
` = ( hc )/( lambda) = ( 6. 625 xx 10 ^(-34) xx 3 xx 10^8) /( 4500 xx 10^(-10)) = 4.417 xx 10^(-19) J`
Also energy used for breaking up `I_2` molecule
`(240 xx 10^3 )/( 6.023 xx 10^(23)) = 3 . 984 xx 10^(-19) J`
`therefore` Energy used in imparting kinetic energy to two (I) atoms ` = [ 4.4.17 - 3. 984] xx 10^(-19) J`
`:.` K.E. /iodine atom `= [ ( 4 .417 - 3. 984 ) // 2] xx 10^(-19)`
` =0 . 216 xx 10 J`.
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An iodine dissociates into atom after absorting light of wave length 4500Å If quantum of radition is absorbed by each molecule calculate the kinetic energy of iodine (Bood energy of I_(2) is 240 kJ (mol))

Iodine molecule dissociates into atoms after absorbing light of 4500Å . If one quantum of ratiation is absorbed by each molecule calculate the kinetic energy of iodine atoms (Bond energy of I_(2)=240kJ mol^(-1) )

Knowledge Check

  • On absorbing light of wavelength 3800 A, bromine molecule undergoes dissociation and form atoms. The kinetic energy of one bromine atom assuming that one quantum of radiation is absorbed by each molecule would be (Bond energy of 'Br_2=190kJ/mol')

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