class 11 Math Algebra Complex Numbers

Let $a,b,xandy$ be real numbers such that $a−b=1andy=0.$ If the complex number $z=x+iy$ satisfies $Im(z+1az+b )=y$ , then which of the following is (are) possible value9s) of x? (a)$−1−1−y_{2} $ (b) $1+1+y_{2} $(c)$−1+1−y_{2} $ (d) $−1−1+y_{2} $

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

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