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The third quadrant hold numbers with a negative x-value and a negative y-value.For example, (-4,-2) can be found in the third quadrant.

This remains the same in the complex plane, where (-4,-2) would become -4-2i.


Its definition in polar form is when the angle/argument of the point is between -90 and -180 (or -Ï€/2 and -

Ï€ in radians). True for any radius.

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Q: What is in the third quadrant?
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