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Algebra & Trigonometry with Analytic Geometry
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter5: Inverse, Exponential, And Logarithmic Functions
Section5.4: Logarithmic Functions
Problem 13E
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Answer number 9
Find hal-range sine and cosine expansions of each of the following functions: 5 T) -1 4 f()-1 so Ostsi 6 f() = 12 -1 ISIS 2 Isr<2 0 <I< 2n 0<t< R. a not an integer 0sI<, a not an integer 9 r) - sin t 8 S(1) = cos t 10 f) = cos al 11 S) - sin at 12 f() =1- 13 f() = 1(7 - 1) 2kt OsIs p/2 0<t< p/2 p/2 sISP 14 f0) 15 f() - 2k(p - 1) p/2 SISP
Transcribed Image Text:Find hal-range sine and cosine expansions of each of the following functions: 5 T) -1 4 f()-1 so Ostsi 6 f() = 12 -1 ISIS 2 Isr<2 0 <I< 2n 0<t< R. a not an integer 0sI<, a not an integer 9 r) - sin t 8 S(1) = cos t 10 f) = cos al 11 S) - sin at 12 f() =1- 13 f() = 1(7 - 1) 2kt OsIs p/2 0<t< p/2 p/2 sISP 14 f0) 15 f() - 2k(p - 1) p/2 SISP
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