MCQ
If $\alpha_1<\alpha_2<\alpha_3<\alpha_4<\alpha_5<\alpha_6$, then the equation $(x-\alpha_1)(x-\alpha_3) (x-\alpha_5) + 3 (x-\alpha_2) (x-\alpha_4) (x-\alpha_6) = 0$ has :-
- ANo real root in $(\alpha_5,\alpha_6)$
- BNo real root in $(\alpha_1,\alpha_2)$
- CAll roots are imaginary
- ✓No real root in $(-\infty,\alpha_1)$
