State the coordinates of the points in the following figure.
(N/A) To find the coordinates of any point $(x, y)$ in the Cartesian plane,we determine its perpendicular distance from the $y$-axis (which gives the $x$-coordinate) and its perpendicular distance from the $x$-axis (which gives the $y$-coordinate).
| Point | Coordinates $(x, y)$ |
|---|---|
| $A$ | $(3, 6)$ |
| $B$ | $(-4, 0)$ |
| $C$ | $(2, -5)$ |
| $D$ | $(0, 7)$ |
| $E$ | $(-3, 4)$ |
| $F$ | $(6, 0)$ |
| $G$ | $(-5, -4)$ |
| $H$ | $(0, -6)$ |
| $O$ | $(0, 0)$ |
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The coordinates of a point on the $x$-axis lying at a distance of $5$ units from the origin on the right side of the $y$-axis are:
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$(i)$ ordinate is $5$ and abscissa is $-3$
$(ii)$ abscissa is $-5$ and ordinate is $-3$
$(i)$ ordinate is $5$ and abscissa is $-3$
$(ii)$ abscissa is $-5$ and ordinate is $-3$
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View SolutionPlot the points $(x, y)$ given by the following table using the scale $1 \ cm = 0.25 \ \text{units}$.
$x$ $1.25$ $0.25$ $1.5$ $-1.75$ $y$ $-0.5$ $1$ $1.5$ $-0.25$
| $x$ | $1.25$ | $0.25$ | $1.5$ | $-1.75$ |
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