9709 P32 - Jun 2023 - Q3
1906
(a) On an Argand diagram, sketch the locus of points representing complex numbers \(z\) satisfying \(|z + 3 - 2i| = 2\).
(b) Find the least value of \(|z|\) for points on this locus, giving your answer in an exact form.
Solutions locked. Please sign in with access to view them.