enclosed area in Complex no.

\hspace{-16}$For a $\mathbb{C}$omplex no. $\bf{z}$ find Area enclosed by the curve\\\\ $\bf{\mid z \mid+\mid z-1 \mid+\mid z-2 \mid+\mid z-3 \mid = 4}$

4 Answers

262
Aditya Bhutra ·

locus is a line segment . thus area enclosed =0

71
Vivek @ Born this Way ·

May be you're right, But I don't get your answer. I think it should be Î .

11
epsilon ·

yes its area is coming 0

11
sougata nag ·

ya its the line joining (1,0)&(2,0) in argand plane

Your Answer

Close [X]