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The image presents a problem involving a right triangle \( ABC \) with the right angle at \( A \). It mentions the medians \( AM \) and \( BN \), where \( M \) and \( N \) are midpoints of sides \( BC \

In the right triangle ABC with a right angle at A, the medians AM and BN are perpendicular. If AB = √7 and the length of median BN is given, what is the ratio of BN to √7?

This geometric problem involves calculating the ratio of medians in a right triangle. It covers the concept of perpendicular medians in right triangles, Pythagoras theorem, and triangle properties, suitable for Grades 9-12.

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