Let \(\vec \alpha = \left( {\lambda - 2} \right){\rm{\vec a}} + {\rm{\vec b\;and\;}}\vec \beta = \left( {4\lambda - 2} \right)\vec a + 3\vec b\) be two given vectors where vectors \({\rm{\vec a\;and\;\vec b}}\) are non-collinear. The value of λ for which vectors \(\vec \alpha {\rm{\;and\;}}\vec \beta \) are collinear is:

1
-4
2
-3
3
4
4
3

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