Is the height drawn to the hypotenuse from a right angle a median or a bisector?

Such a statement, in general, for any right-angled triangle, is not true.
The theory says: “In an isosceles triangle, the height drawn to the base is the median and bisector.”
If we apply this fact to a right-angled triangle, then we can state the following: the height drawn to the hypotenuse from a right angle in a right-angled triangle with equal legs is the median and bisector.
Answer: The height drawn to the hypotenuse from a right angle in a right-angled triangle with equal legs is the median and bisector.



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