Question

graph the complex number in a single complex plane.
-7 - 4i

graph the complex number on the complex plane to the right.

Explanation:

Step1: Identify real/imaginary parts

For complex number $-7-4i$, real part $a=-7$, imaginary part $b=-4$.

Step2: Locate on complex plane

Move 7 units left on real axis, 4 units down on imaginary axis. Plot the point at $(-7, -4)$.

Answer:

The complex number $-7-4i$ is represented by the point $(-7, -4)$ on the complex plane (7 units left of the origin along the real axis, 4 units down along the imaginary axis).