How do you graph 4-3i4−3i in the complex plane?

1 Answer
KillerBunny
Dec 10, 2015

The number 4-3i4−3i is represented by the point (4,-3)(4,−3)

Explanation:

The complex plane is simply a cartesian plane where the xx axis represents the real part of the number, and the yy axis represents the imaginary part.

So, since the real part of 4-3i4−3i is 44, and its imaginary part is -3−3, the number 4-3i4−3i is represented by the point (4,-3)(4,−3) on the plane.

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