Question

which point has coordinates (3.5, -3.5)?

Explanation:

Step1: Analyze the coordinates

The coordinates are \((3.5, -3.5)\). The \(x\)-coordinate is \(3.5\) (positive, so to the right of the origin) and the \(y\)-coordinate is \(-3.5\) (negative, so below the \(x\)-axis).

Step2: Identify the point

Looking at the graph:

• Point \(S\) is in the second quadrant (negative \(x\), positive \(y\)) – not matching.
• Point \(Q\) is in the first quadrant (positive \(x\), positive \(y\)) – not matching.
• Point \(T\) is in the third quadrant (negative \(x\), negative \(y\)) – not matching.
• Point \(R\): The \(x\)-coordinate is around \(3.5\) (between \(3\) and \(4\)) and the \(y\)-coordinate is around \(-3.5\) (between \(-3\) and \(-4\)) – this matches \((3.5, -3.5)\).

Answer:

Point \(R\)