We know that the position of a point in a plane is given by its coordinates.
In the adjoining figure, XOX’ and YOY’ are two intersecting and mutually perpendicular straight lines. Together, the two lines form the frame of reference in the Cartesian xy plane for which
(i) XOX’ is called the xaxis.
(ii) YOY’ is called the yaxis, and
(iii) O is called the origin.
The xaxis and the yaxis divide the xy plane into four parts, called quadrants, as shown in the figure.
A is the point in the first quadrant whose distance from the
yaxis and xaxis are 3 and 4 units respectively. So, the coordinates of A are
(3, 4). We express it by writing A = (3, 4). B, C and D are also points whose
distance from the yaxis and the xaxis are same as those of point A. But due
to their positions in different quadrants, their coordinates are different.
Thus, the coordinates of B, in the second
quadrant, are (3, 4); those of C, in the third quadrant, are (3, 4) and
those of D, in the fourth quadrant, are (3, 4)
● Reflection
10th Grade Math
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