The roots of the equation ${{x}^{2}}+(\mathbf{i}-3)x+2(1-\mathbf{i})=0$ are $\alpha $ and \(\bet

Question

The roots of the equation ${{x}^{2}}+(\mathbf{i}-3)x+2(1-\mathbf{i})=0$ are $\alpha $ and $\beta $, where $\alpha $ is a real number and $\beta $ is not a real number. Find $\alpha $ and $\beta $.

Accepted Answer

$\text{(b)}\ \alpha=2,\ \beta=1-\mathbf{i}$

2017 JJC P1 Q7

2017 JJC P1 Q7

Video Solution:

Solution:

Solution locked