Question

interpreting diagrams
the intersection of plane a and plane s will be
the intersection of lines n and k is
point x is the intersection of

Explanation:

Step1: Recall the property of two planes' intersection

Two planes intersect in a line. So, the intersection of plane \(A\) and plane \(S\) is line \(f\).

Step2: Recall the property of two lines' intersection

Two lines intersect at a point. Lines \(n\) and \(k\) intersect at point \(V\).

Step3: Analyze the position of point \(X\)

Point \(X\) lies on line \(m\). So, point \(X\) is the intersection of line \(m\) and plane \(A\) (or plane \(B\)).

Answer:

The intersection of plane \(A\) and plane \(S\) will be line \(f\).
The intersection of lines \(n\) and \(k\) is point \(V\).
Point \(X\) is the intersection of line \(m\) and plane \(A\) (or plane \(B\)).