Question

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

Explanation:

Step1: Determine the coordinates of point \(S\)

On the coordinate plane, for point \(S\), move 10 units to the left along the \(x -\)axis (\(x=- 10\)) and 10 units down along the \(y -\)axis (\(y = - 10\)). So the coordinates of \(S\) are \((-10,-10)\).

Step2: Determine the coordinates of point \(T\)

For point \(T\), it lies on the \(y -\)axis (\(x = 0\)) and 10 units down along the \(y -\)axis (\(y=-10\)). So the coordinates of \(T\) are \((0,-10)\).

Step3: Determine the coordinates of point \(U\)

For point \(U\), it is the origin where \(x = 0\) and \(y = 0\). So the coordinates of \(U\) are \((0,0)\).

Step4: Determine the coordinates of point \(V\)

For point \(V\), move 10 units to the left along the \(x -\)axis (\(x=-10\)) and it lies on the \(x -\)axis (\(y = 0\)). So the coordinates of \(V\) are \((-10,0)\).

Answer:

\(S(-10,-10)\), \(T(0,-10)\), \(U(0,0)\), \(V(-10,0)\)