which complex number is represented by the point graphed on the complex plane below?\n-4 + 3i\n3 + 4i\n3…

Answer:

C. $3 - 4i$

Explanation:

Step1: Recall complex - plane representation

A complex number $z=a + bi$ is represented as the point $(a,b)$ in the complex plane, where $a$ is the real - part and $b$ is the imaginary - part.

Step2: Identify the real part

Looking at the graph, the $x$ - coordinate (real part) of the point is $3$.

Step3: Identify the imaginary part

The $y$ - coordinate (imaginary part) of the point is $- 4$.

Step4: Write the complex number

The complex number corresponding to the point with real part $3$ and imaginary part $-4$ is $3-4i$.