4. Calculate the hyperbolic distances between the following pairs of points. (a) 0,22 +22 € D 2√2

Algebra and Trigonometry (MindTap Course List)
4th Edition
ISBN:9781305071742
Author:James Stewart, Lothar Redlin, Saleem Watson
Publisher:James Stewart, Lothar Redlin, Saleem Watson
Chapter12: Conic Sections
Section12.5: Rotation Of Axes
Problem 1E: Suppose the x- and y-axes are routed through an acute angle to produce the new X- and Y-axes. A...
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Plz solve it q4 (a part) I need it in one hour plz
1. Expressing your answer as a fraction of π, find the spherical distance
between the following pairs of points.
(a) (0,1,0) and (0,-1,0)
(b) (0.2) and (0.-.-3)
(c) (1,0,0) and (0.72.₂)
2. Calculate the area of the spherical triangle defined by the points
(0,0,1), (0, 1.0) and (20.).
3. (a) Calculate ,((3-√3)).
(b) Find (x, y, z) ES such that πs ((x, y, z)) = (1, 2).
4. Calculate the hyperbolic distances between the following pairs of
points.
(a) 0,22 +2₂ € D
2√2
(b) (3.0.). (2.0.2) € H+
5. (a) Find ((8. -4,9)).
(b) Find (x, y, z) E H+ such that T((x, y, z)) = (2).
Transcribed Image Text:1. Expressing your answer as a fraction of π, find the spherical distance between the following pairs of points. (a) (0,1,0) and (0,-1,0) (b) (0.2) and (0.-.-3) (c) (1,0,0) and (0.72.₂) 2. Calculate the area of the spherical triangle defined by the points (0,0,1), (0, 1.0) and (20.). 3. (a) Calculate ,((3-√3)). (b) Find (x, y, z) ES such that πs ((x, y, z)) = (1, 2). 4. Calculate the hyperbolic distances between the following pairs of points. (a) 0,22 +2₂ € D 2√2 (b) (3.0.). (2.0.2) € H+ 5. (a) Find ((8. -4,9)). (b) Find (x, y, z) E H+ such that T((x, y, z)) = (2).
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