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Omni-MATH / A circle inscribed in a square has two chords as shown in a pair. It has radius…

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problem

A circle inscribed in a square has two chords as shown in a pair. It has radius 2, and PP bisects TUT U. The chords' intersection is where? Answer the question by giving the distance of the point of intersection from the center of the circle.
Plain-text mathematical notation (without MathML)
A circle inscribed in a square has two chords as shown in a pair. It has radius 2, and P bisects TU. The chords' intersection is where? Answer the question by giving the distance of the point of intersection from the center of the circle.
Original LaTeX notation
A circle inscribed in a square has two chords as shown in a pair. It has radius 2, and $P$ bisects $T U$. The chords' intersection is where? Answer the question by giving the distance of the point of intersection from the center of the circle.

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