How do you plot #(1+2i)# on the complex plane?

1 Answer
Alan N.
Dec 9, 2016

#(1+2i)# is represented by the point #(1, 2)# on the complex plane

Explanation:

The complex plane is a geometric representation of the complex numbers established by the real axis and the perpendicular imaginary axis.

In this example: #(1+2i)# has a real part of #+1# and an imaginary part of #+2i#

#(1+2i)# can be repesented by a point #+1# on the real axis and #+2# in the imaginary axis.

Therefore, this point is #(1, 2)# on the complex plane.

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