Write the coordinates of each of the points $P, Q, R, S, T$ and $O$ from the given figure.

(N/A) To find the coordinates of a point $(x, y)$,we determine its distance from the $Y$-axis (x-coordinate) and the $X$-axis (y-coordinate).
- For point $P$: The x-coordinate is $1$ and the y-coordinate is $1$. So,$P = (1, 1)$.
- For point $Q$: The x-coordinate is $-3$ and the y-coordinate is $0$ (since it lies on the $X$-axis). So,$Q = (-3, 0)$.
- For point $R$: The x-coordinate is $-2$ and the y-coordinate is $-3$. So,$R = (-2, -3)$.
- For point $S$: The x-coordinate is $2$ and the y-coordinate is $1$. So,$S = (2, 1)$.
- For point $T$: The x-coordinate is $4$ and the y-coordinate is $-2$. So,$T = (4, -2)$.
- For point $O$: This is the origin,where both axes intersect. So,$O = (0, 0)$.