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0, If f is the Fourier series of g(x)=9x, 11, f(x)=0- + 2[0) What does f(-5) equal? f(-5) = COS -5

0, If f is the Fourier series of g(x)=9x, 11, f(x)=0- + 2[0) What does f(-5) equal? f(-5) = COS -5

Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Fast pls solve this question correctly in 5 min pls I will give u 3 like for sure Anu
0, -5<x<0 If f is the Fourier series of g(x)=9, 0<x<1, then 11, 1<x<5 f(x) = [(-)+(-)] COS What does f(-5) equal? f(-5) = What does f(-2.5) equal? f(-2.5) - What does f(0) equal? f(0) = What does f(1) equal? ƒ(¹)-0 What does f(4) equal? f(¹) = What does f(5) equal? f(5) - sin
Transcribed Image Text:0, -5<x<0 If f is the Fourier series of g(x)=9, 0<x<1, then 11, 1<x<5 f(x) = [(-)+(-)] COS What does f(-5) equal? f(-5) = What does f(-2.5) equal? f(-2.5) - What does f(0) equal? f(0) = What does f(1) equal? ƒ(¹)-0 What does f(4) equal? f(¹) = What does f(5) equal? f(5) - sin
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