State the coordinates of the points shown in the figure below. (The scale on both axes is $1 \,cm = 5$ units.)
(N/A) To find the coordinates of any point $(x, y)$,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). Given the scale $1 \,cm = 5$ units,we count the grid units accordingly.
| Point | Coordinates $(x, y)$ |
| $P$ | $(10, 15)$ |
| $Q$ | $(-15, 0)$ |
| $R$ | $(20, -15)$ |
| $S$ | $(0, 25)$ |
| $T$ | $(-20, 20)$ |
| $U$ | $(-20, -25)$ |
| $V$ | $(0, -15)$ |
| $W$ | $(25, 0)$ |
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