Question

which point has coordinates (3, -2)?

Explanation:

Step1: Recall coordinate system rules

In a coordinate \((x, y)\), \(x\) is horizontal (left/right) and \(y\) is vertical (up/down). Positive \(x\) is right, negative \(x\) is left; positive \(y\) is up, negative \(y\) is down.

Step2: Analyze \((3, -2)\)

For \(x = 3\), move 3 units right from origin. For \(y=-2\), move 2 units down from origin.

Step3: Identify the point

Looking at the graph, point \(S\) is at \(x = 3\) (3 units right) and \(y=-2\) (2 units down). Points \(R\) is \((2, 3)\), \(T\) is \((-3, 2)\), \(U\) is \((-2, -3)\).

Answer:

S