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The distance of a point from x-axis is +4 units and from y-axis is -2,then the coordinates of the points are a)(4,-2) b)(-2,4) c)(4,2) d)(2,4)?
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The distance of a point from x-axis is +4 units and from y-axis is -2,...
Explanation:

Given information:
- Distance from x-axis = +4 units
- Distance from y-axis = -2 units

Coordinate System:
- In a coordinate system, the x-axis is the horizontal line and the y-axis is the vertical line.
- The point where the x-axis and y-axis intersect is the origin, with coordinates (0,0).
- The distance of a point from the x-axis is the y-coordinate of the point, and the distance from the y-axis is the x-coordinate of the point.

Calculating the coordinates:
- Since the distance from the x-axis is +4 units, the y-coordinate of the point is +4 (positive because it is above the x-axis).
- Since the distance from the y-axis is -2 units, the x-coordinate of the point is -2 (negative because it is to the left of the y-axis).

Therefore, the coordinates of the point are:
- x-coordinate = -2
- y-coordinate = 4

Final Answer:
- The coordinates of the point are (-2,4), which corresponds to option b) (-2,4) in the given choices.
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The distance of a point from x-axis is +4 units and from y-axis is -2,then the coordinates of the points are a)(4,-2) b)(-2,4) c)(4,2) d)(2,4)?
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