Question

points w, k, and are collinear.
line ca and line yk intersect at
point is not contained on line m.

Explanation:

Step1: Determine collinear points

Collinear points lie on the same straight line. Looking at the diagram, points \(W\), \(K\), and \(A\) lie on the same line.

Step2: Find intersection of two lines

Line \(CA\) and line \(YK\) intersect at point \(C\) as it is the common point on both lines.

Step3: Identify point not on line \(m\)

Line \(m\) contains points \(B\), \(K\), \(Y\). Point \(P\) is not on line \(m\).

Answer:

Points \(W\), \(K\), and \(A\) are collinear.
Line \(CA\) and line \(YK\) intersect at \(C\).
Point \(P\) is not contained on line \(m\).