Let Ln be the length of the regular n-gon On inscribed inside the unit circle with the point (1,0) always being one of the vertices. (a) Find the coordinates of the vertex of On nearest to (1,0) and above the x-axis (Hint: note that this point lies on the unit circle and makes angle 2-аxis). 27 with the (b) Let ln be lenght of a single side of On. Use the point calculated in (1), to calculate In. Use this and the fact that Ln = nln to calculate a formula for Ln: (c) Calculate lim Ln. Does this line up with what your intuition might suggest?

Let Ln be the length of the regular n-gon On inscribed inside the unit circle with the point (1,0) always being one of the vertices. (a) Find the coordinates of the vertex of On nearest to (1,0) and above the x-axis (Hint: note that this point lies on the unit circle and makes angle 2-аxis). 27 with the (b) Let ln be lenght of a single side of On. Use the point calculated in (1), to calculate In. Use this and the fact that Ln = nln to calculate a formula for Ln: (c) Calculate lim Ln. Does this line up with what your intuition might suggest?

Algebra & Trigonometry with Analytic Geometry

13th Edition

ISBN:9781133382119

Author:Swokowski

Publisher:Swokowski

Chapter4: Polynomial And Rational Functions

Section4.3: Zeros Of Polynomials

Problem 67E

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