Corollary 8 In any acute triangleAABC the following relationship holds: ha 0dde 1I(tan B + t2 tan ) <1[ cot A(tan B+ tan C). 4331. Let S be a unit sphere. Suppose that the surface of S is coloured with 4 distinct colours. Prove that there exists two points X,Y E S of the same colour with |XY| € {V3, V).

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter6: The Trigonometric Functions
Section6.3: Trigonometric Functions Of Real Numbers
Problem 37E
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Corollary 8 In any acute triangle AABC the following relationship holds:
ha
64abc 2tan B+ tan C
<II cot A(tan B+tan C).
4331. Let S be a umit sphere. Suppose that the surface of S is coloured with 4
distinct colours. Prove that there exists two points X,Y E S of the same colour
with |XY|€ {V3. V-
Transcribed Image Text:Corollary 8 In any acute triangle AABC the following relationship holds: ha 64abc 2tan B+ tan C <II cot A(tan B+tan C). 4331. Let S be a umit sphere. Suppose that the surface of S is coloured with 4 distinct colours. Prove that there exists two points X,Y E S of the same colour with |XY|€ {V3. V-
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