Perimeter of the locus represented by `arg((z+i)/(z-i)) = pi/4` equal to

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A-level Mathematics 9709: Argand diagrams and loci

Arg(z − 2 − 4i) = (π / 4)...........#africastruggle.

locus:(π / 4)= Arg(z − 2 − 3i) = π........#africastruggle.

Varying |z| & Argz on a Locus

If perimeter of locus represented by \( \arg \left(\frac{z+i}{z-i}\right)=\frac{\pi}{4} \) (wher...

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Find the locus of z given by |z+2|=3|z-2-4i|

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