A collection of points is shown on the complex plane.

Explanation:
Based on the graph, z₁ = -3 + 3i approximately while z₂ = -4.
The expression z₁z₂ means we are going to multiply the two expressions. Hence, we have:
[tex]\begin{gathered} z_1z_2=(-3+3i)(-4) \\ z_1z_2=12-12i \end{gathered}[/tex]Answer:
Based on the graph, the point approximately closed to 12 - 12i is Point R. Hence, this point represents z₁z₂. (Option 3)