How do I graph the complex number $2 - 3 i$ $2-3i$ in the complex plane?

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How do I graph the complex number $2 - 3 i$ $2-3i$ in the complex plane?

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Answer 1 · 2015-09-02T11:59:53

$2 - 3 i$ $2-3i$ in the complex plane would be $2$ $2$ units to the right of the origin and $3$ $3$ units below the Real number line.

Explanation:

Think of the complex plane as being the Cartesian plane but with the X-axis replaced by the Real component of a complex number and the Y-axis replaced by the imaginary component.

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How do I graph the complex number $2 - 3 i$ $2-3i$ in the complex plane?

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How do I graph the complex number $2 - 3 i$ $2-3i$ in the complex plane?