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The locus of any point P(z) on argand pl...

The locus of any point `P(z)` on argand plane is `arg((z-5i)/(z+5i))=(pi)/(4)`.
Area of the region bounded by the locus of a complex number `Z` satisfying `arg((z+5i)/(z-5i))=+-(pi)/(4)`

A

`75pi + 50`

B

`75pi`

C

`(75pi)/(2) + 25`

D

`(75pi)/(2)`

Text Solution

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The correct Answer is:
A
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