In order to identify all of the complex numbers represented in the complex plane, we need to consider the points that are plotted on the graph. Each point corresponds to a complex number, typically represented in the form z = a + bi, where a is the real part and b is the imaginary part of the complex number.
To extract the complex numbers, observe the coordinates of each point marked on the graph. For instance, if there is a point at (2, 3), this would translate to the complex number 2 + 3i. Similarly, if another point is located at (-1, -2), the corresponding complex number would be -1 – 2i. You would repeat this process for each point plotted in the graph.
Make sure to note the axis: the horizontal axis represents the real part, while the vertical axis represents the imaginary part. By systematically identifying all the points, you will compile a complete list of complex numbers graphed in the complex plane.