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## Homework Statement

Sketch the region of the complex plane specified by:

|z - 4 + 3i| ≤ 5

## Homework Equations

## The Attempt at a Solution

I have tried re-writing the modulus as √[(z)^2 (- 4)^2 + (3i)^2] and from this I have managed to arrive at z ≤ 3√2

But not sure if I needed to do this or how I would take it from here in terms of sketching this