write the distance of the point (-3,-5) from y axis
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A point (-3, -5) is 3 units away from y axis.
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The distance of the point (-3, -5) from y axis is -3 units
Given:
The point (-3,-5)
To find:
The distance of the point (-3,-5) from y axis
Solution:
The distance of a point from x and y axis:
- As we know in two-dimensional plane, the two points lie along x-axis and y-axis.
- The distance of a point from the y-axis will be equal to its x-coordinate or ordinate.
- The distance of a point from the x-axis will be equal to its y-coordinate or ordinate.
- Example:
Distance of a point (x, y) from y axis is x units i.e x-coordinate.
Distance of a point (2, 3) from x-axis is 3 units i.e y coordinate.
Given point (-3, -5)
The distance of the given point from y-axis = x-coordinate = -3
Therefore,
The distance of the point (-3, -5) from y axis is -3 units
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