Compute the hyperbolic length of the arc of the circle with center at O and radius 5 that lies between the points (4, 3) and (3, 4). (You don't need to know the angles)

Freddy Friedman 2022-07-29 Answered
Compute the hyperbolic length of the arc of the circle with center at O and radius
5 that lies between the points (4, 3) and (3, 4). (You don't need to know the angles)
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Answers (1)

yatangije62
Answered 2022-07-30 Author has 16 answers
Radius = 5
Angle = cos^-1 ( ( 4x 3 + 4 x 3)/(5 x 5 )) = 16.26 degrees
Lenght = 2 pi x 5 x 16.26/360 = 1.418
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