If t and c are two complex numbers such ...

If `t` and `c` are two complex numbers such that `|t|!=|c|,|t|=1a n dz=(a t+b)/(t-c), z=x+i ydot` Locus of `z` is (where a, b are complex numbers) a. line segment b. straight line c. circle d. none of these

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If `t` and `c` are two complex numbers such that `|t|!=|c|,|t|=1a n dz=(a t+b)/(t-c), z=x+i ydot` Locus of `z` is (where a, b are complex numbers) a. line segment b. straight line c. circle d. none of these

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