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Hey
It is a Pythagorean Triangle
=> Orthocenter is Vertice of the Triangle holding Right Angle
=> Circumcenter is the Mid-point of the Hypotenuse
Hence, the distance between the two points is :

The result follows by Appolonius :
It is a Pythagorean Triangle
=> Orthocenter is Vertice of the Triangle holding Right Angle
=> Circumcenter is the Mid-point of the Hypotenuse
Hence, the distance between the two points is :
The result follows by Appolonius :
HridayAg0102:
right answer ☺
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2
the distance between sides of 17 and 15 and 8 is 3
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