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The problem in the image is:

**Question:**  
If points \( P(7,3) \), \( Q(-3,1) \), and \( R(2,-3) \) are located on the Cartesian plane, what is the position of point \( Q \) relative to the line \( PR \)?

### Solution:

To determine the position of point \( Q \) relative to the line \( PR \), we can do the following:

1. **Find the equation of the line \( PR \)**:  
   First, calculate the slope \( m_{PR} \) between points \( P(7,3) \) and \( R(2,-3) \).

   \[


Jika titik P(7,3), Q(-3,1), dan R(2,-3) berada pada satu bidang Cartesius, maka kedudukan titik Q terhadap garis PR adalah?

Learn how to determine the position of point Q(-3,1) relative to line PR formed by points P(7,3) and R(2,-3) on a Cartesian plane. This problem involves calculating the slope, finding the equation of a line, and assessing the relative position of a point to a line.

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