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                                    In a crude model of a rotating diatomic molecule of chlorine `(Cl_2)`, the two `(C l)` atoms are `2.0 xx 10^-10 m` apart and rotate about their centre of mass with angular speed `omega = 2.0 xx 10^12 "rad" //s`. What is the rotational kinetic energy of one molecule of `C l_(2)` , Which has a molar mass of `70.0 g // mol` ? .A. `2.32xx10^(-20)J`B. `2.32xx10^(-21)J`C. `2.32xx10^(-19)J`D. `2.32xx10^(-22)J` | 
                            
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Answer» Correct Answer - B Let =moment of inertia `l=2(mr^(2))` `m=(70xx10^(-3)/(2xx6.02xx10^(23)) = 5.81xx10^(-26)kg` `r=(2xx10^(-10)/(2)=1xx10^(-10)m` `l=1.16xx10^(-45)k//m^(2)` `therefore k=(1)/(2)//omega^(2)` `=(1)/(2)(1.16xx10^(-45))(2xx10^(12))6(2)` `=2.32xx10^(-21)J`  | 
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