The perimeter of a circumscribed polygon was used to find an approximation for pi by the ancient Greeks. They used the relationship 5 where P is the perimeter of the P regular polygon. We can draw a square such that the perimeter of the square is made up of sides which are 4 tangents to the unit circle. (b) By finding the perimeter of this square find a better approximation for n.

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter7: Analytic Trigonometry
Section7.6: The Inverse Trigonometric Functions
Problem 74E
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The perimeter of a circumscribed polygon was used to find an approximation for pi by
the ancient Greeks. They used the relationship n = 5 where P is the perimeter of the
regular polygon.
We can draw a square such that the perimeter of the square is made up of sides
which are 4 tangents to the unit circle.
(b)
By finding the perimeter of this square find a better approximation for T.
Transcribed Image Text:The perimeter of a circumscribed polygon was used to find an approximation for pi by the ancient Greeks. They used the relationship n = 5 where P is the perimeter of the regular polygon. We can draw a square such that the perimeter of the square is made up of sides which are 4 tangents to the unit circle. (b) By finding the perimeter of this square find a better approximation for T.
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