How do you graph the point-3+4i on a complex plane?

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How do you graph the point-3+4i on a complex plane?

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Answer 1 · 2016-03-01T23:12:22

In the Argand diagram, a complex number $a + b i$ $a + bi$ is the point $(a, b)$ $(a,b)$ or the vector from the origin to the point $(a, b)$ $(a,b)$ .

Hence for $- 3 + 4 i$ $-3+4i$ we get the followin graph

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How do you graph the point-3+4i on a complex plane?

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