Trigonometric Ratios And Identities

$t^2+(1-a) \sqrt{3} t+a=0$

$\sqrt{3} t^2+(1-a) t+a \sqrt{3}=0$

$\sqrt{3} t^2+(a-1) t+a \sqrt{3}=0$

$t^2+(a-1) \sqrt{3} t+a=0$