Question

s( , )
t( , )
u( , )
v( , )

Explanation:

Step1: Determine coordinates of S

To find the coordinates of point \( S \), we look at its position on the grid. The x - coordinate (horizontal) is - 3 (since it is 3 units to the left of the origin) and the y - coordinate (vertical) is - 4 (since it is 4 units below the origin). So \( S(-3,-4) \).

Step2: Determine coordinates of T

For point \( T \), the x - coordinate is 2 (2 units to the right of the origin) and the y - coordinate is - 5 (5 units below the origin). So \( T(2,-5) \).

Step3: Determine coordinates of U

For point \( U \), the x - coordinate is - 2 (2 units to the left of the origin) and the y - coordinate is 2 (2 units above the origin). So \( U(-2,2) \).

Step4: Determine coordinates of V

For point \( V \), the x - coordinate is 0 (on the y - axis) and the y - coordinate is - 5 (5 units below the origin). So \( V(0,-5) \).

Answer:

\( S(-3,-4) \), \( T(2,-5) \), \( U(-2,2) \), \( V(0,-5) \)