If the coordinates of a point are (0,-4), then it lies in
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The point (0.-4) lies on the negative region of the y-axis.
- The sign conventions for points lying on the different axis are, for the positive side of the x-axis the sign convention is (+,0), for the negative x-axis is (-,0), for the positive y-axis is (0,+), and for the negative y-axis is (0,-).
- In this case the given point is (0,-4), So this point will lie on the negative side of the y-axis. As it matches with the sign convention (0,-).
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Given: Here we have given the coordinates (0,-4)
To find: we have to find the point were it lies
Solution:
Here if the point is
(+,+) it is in the 1st quadrent
(-,+) it is in the 2nd quadrent
(-,-) it is in the 3rd quadrent
(+,-) it is in the 4th quadrent
The point (0,4) lies in the 3rd or 4th quadrent on the y-axis
Final answer:
Hence the point (0,4) lies in the 3rd or 4th quadrent on the y-axis
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