Question

the three collinear points on line m are (dropdown options: y, w, and p (not on line m), j, k, and y, j, k, and w, x, p, and k) (diagram with lines m, n, s, points j, k, y, w, p, x)

Explanation:

Step1: Understand collinear points

Collinear points lie on the same straight line. We need to check which set of points lies on line \( m \).

Step2: Analyze each option

• Option 1: \( Y, W, \) and \( P \): \( P \) is not on line \( m \), so this is incorrect.
• Option 2: \( J, K, \) and \( Y \): \( Y \) is on line \( n \), not \( m \), so incorrect.
• Option 3: \( J, K, \) and \( W \): Looking at the diagram, points \( J \), \( K \), and \( W \) all lie on line \( m \).
• Option 4: \( X, P, \) and \( K \): \( X \) and \( P \) are not on line \( m \), so incorrect.

Answer:

J, K, and W