- A quadrant can be defined as a
**region/part of a cartesian plane**that is obtained when the two axes intersect each other. It is used to determine the position of a point in a plane. Observe the figure given below which shows a cartesian plane that is divided into 4 quadrants by the two axes.

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o**Example**s**n**in which each of the following points lie. (i) (1,4) (ii) (6,-3) (iii) (-4,-4) (iv) (-1,8) Answ**Quadr**an**t**.**Ex**amp**le**1. Identify the**qua**drants**er: (i)**I, because the x-coordinate and y-coordinate are both posit**Q**uadrant**ive. (ii)****Quadrant**IV, because the x-coordinate is positive and y-coordinate is negative.Illustrated

**definition**of**Quadrant (graph**): Any of the 4 areas made when we divide up a plane by an x and y axis, as shown. They are usually...**Quadrant**–**Definition**with**Examples****Quadrant**is a core concept in mathematics, particularly in**coordinate geometry,**and plays a crucial role in various**math**applications. At Brighterly, we strive to illuminate the vibrant world of**quadrants**, making it easily accessible and enjoyable for children.**Example**: The point "A" (3,2) is 3 units along, and 2 units up. Both x and y are positive, so that point is in "**Quadrant**I".**Example**: The point "C" (-2,-1) is 2 units along in the negative direction, and 1 unit down (i.e. negative direction). Both x and y are negative, so that point is in "**Quadrant**III".