If the vectors \({\rm{\alpha \hat i}} + {\rm{\alpha \hat j}} + {\rm{\gamma \hat k}},{\rm{\;\hat i}} + {\rm{\hat k}}\) and \({\rm{\gamma \hat i}} + {\rm{\gamma \hat j}} + {\rm{\beta \hat k}}\) lie on a plane, where α, β and γ are distinct non-negative numbers, then γ is

1
Arithmetic mean of α and β 
2
Geometric mean of α and β 
3
Harmonic mean of α and β 
4
None of the above

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