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Plot the complex numbers on the complex plane.$-3-4 i$...

Question

Plot the complex numbers on the complex plane.$-3-4 i$

Plot the complex numbers on the complex plane. $-3-4 i$



Answers

Plot the complex numbers on the complex plane.
$-3-4 i$

For this problem. We want to plot the complex number Negative two plus three I and we're going to do this in the complex plane. Recall that their two axes in the complex Wayne, the rial axis and the imaginary axis. First of all, we're going to show the real part of the complex number by going across the relaxes. And we're going to go to units to the left from the origin because the real part is negative. Truth. Then, to show the imaginary part of the complex number, we're going to go parallel to the vertical axis and up three units because the imaginary part of the complex number is three I, therefore, the complex number negative two plus three. I will be located here.

Okay for this problem. We're plotting the complex number. I eso because we're plotting it on the complex plane where the X axis is the rial and the y axis is the is the imaginary component of our complex numbers. Uh, it would be helpful if we wrote this as a complex number with real parts to it, including our, uh, one as our coefficient from the I, um, which then just means we're plotting the point 01 as if it were on the x X and the X Y plane. So we're gonna go right? Left zero. We're gonna go up one. So be equivalent to the 0.1 which will be sitting right there on the eye axis and that There you have it. Thank you.

And this question were asked to a lot of the complex member is the stupid before I in a complex plane. Um, I have to run the complex plane here. And as you can see, we have a horizontal access which represents the real part off accomplished number. So the first part, the X and vertical axis, is to imaginary parts the the I, um and so do the number in this plane. We just have to look at the real part first. That's too. So we are on this on this line in the real no real access and imaginary parties for I. So we are. As for I show the points in the complex plane its rights here. This is C.

So for this question, we have to applaud the complex. Number Z is stupids for I in the complex plane. Um, I have to err on the complex plane here on the horizontal axis. We have the real part of the company's numbers. So the first part, the ex and then on the vertical access I have toe imaginary part. So do why did I part the complex number. And so, in our case, we have real parts. How's he is too. So we are on this life under relaxes on the imaginary part is for I. So we are on this line in imaginary parts on the imaginary axis. So are complex numbers. See Lioce exactly here. An accomplished plane.


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