class 11 Math Algebra Complex Numbers

Let complex numbers $αandα1 $ lies on circle $(x−x_{0})_{2}(y−y_{0})_{2}=r_{2}and(x−x_{0})_{2}+(y−y_{0})_{2}=4r_{2}$ respectively. If $z_{0}=x_{0}+iy_{0}$ satisfies the equation $2∣z_{0}∣_{2}=r_{2}+2$ then $∣α∣$ is equal to (a) $2 1 $ (b) $21 $ (c) $7 1 $ (d) $31 $

Similar topics

determinants

matrices

binomial theorem

complex numbers and quadratic equations

sequences and series

determinants

matrices

binomial theorem

complex numbers and quadratic equations

sequences and series

Related Questions

Related Questions