write coordinates of a point which:- (a) lies on the x axis and is at a distance of 4 units to the right of the origin (b) lies on the y axis and is at a distance of y units below the x axis (c) is at a distance of 3 units from the x axis and 7 units from the y axis [there would be four such points]
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(a) lies on the x axis and is at a distance of 4 units to the right of the origin - (4,0).
(b) lies on the y axis and is at a distance of y units below the x axis - (0, -y).
(c) is at a distance of 3 units from the x axis and 7 units from the y axis - (7,3), (-7, 3), (-7,-3), (7,-3).
Step-by-step explanation:
Coordinate is described as a number that represents the position of a point along a line, arc, or similar one dimensional figure.
As per the details given, the position of a point lieing on x-axis from a distance of four units would be (4,0).
Similarly, if a point lieing on y-axis with a y unit distance down the x-axis, its position would be (0, -y).
Lastly, a point lieing with a gap of 3 units from axis x and 7 from axis y will have four possibilities, i.e. (7,3) in quadrant I, (-7, 3) in quadrant II, (-7,-3) in quadrant III, (7,-3) in quadrant IV.
Learn more: coordinates of the axis
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