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Answer :
Final Answer:
The intersection of ray PQ and ray QP is point P.
Explanation:
The intersection of two rays is the point where they meet. In this case, we have ray PQ, which starts at point P and goes through point Q, and ray QP, which starts at point Q and goes through point P.
Since both rays share the same starting and ending points, their intersection occurs at point P. This is because point P is common to both rays, and it's where they originate and terminate.
In geometry, the intersection of two rays or lines is the point where they cross or coincide. In this specific scenario, it's important to recognize that ray PQ and ray QP are essentially the same ray, just described in different order (from P to Q and from Q to P). Therefore, the intersection point is point P.
Understanding geometric concepts like ray intersection is fundamental in various mathematical and scientific disciplines, including geometry, optics, and computer graphics.
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