Question

If the perpendicular distance of a point A from the x axis is 6units and foot of perpendicular lies on the negative direction of the x axis then write the ordinate off point A

Answer 1

if the perpendicular distance of a point A from the X axis is 6 units and the foot or the perpendicular lies on the negative direction of the X axis then the ordinaye of point A is +6 or -6

Answer 2

Answer:

y-coordinate = 6 or -6

Step-by-step explanation:

Given:

If a point A is six units away from the x axis perpendicularly

To find:

Coordinate of point A.

Solution:

A point A's perpendicular distance from the x-axis is 6 units, and its foot is located in the x-anticlockwise axis's direction.

The coordinates are the pair of variables (x, y) that describe the location of any point on a plane.

$In Quadrant 1:(+x,+y)\\In Quadrant2:(-x,+y) \\In Quadrant 3:(-x,-y)\\In Quadrant 4:(+x,-y)$

Distance perpendicular to the x-axis =Ordinate= 6

The sign of the ordinate is not determined by the x-axis' negative orientation.

Therefore, y co-ordinate = 6 or -6

As a result, the point A has a y coordinate of 6 or -6 if its perpendicular distance from the x-axis is 6 units and its foot of the perpendicular sits on the x-negative axis's direction.

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