- Find The Fourier Series Of Sine Terms For The Function F X 1 4 X For 0 X 1 2 X 3 4 For 1 2 X 1 F T 1 11 1 (16.04 KiB) Viewed 25 times
= Find the Fourier series of sine terms for the function, f(x)= {1/4 - x for 0
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= Find the Fourier series of sine terms for the function, f(x)= {1/4 - x for 0
= Find the Fourier series of sine terms for the function, f(x)= {1/4 - x for 0<x< 1/2; x- 3/4 for 1/2<x< 1} f(t) = (1/11 – 4/TT^2)sintx + (1/31T + 4/(3^2)(1^2))sin31x + (1/511 - 4/(5^2)(TT^2))sin51x + f(t) = (1/TT + 4/TT^2)sintx + (1/311 + 4/(3^2)(TT^2))sin31x + (1/511 + 4/(5^2)(TT^2))sin51x + Of(t) = (1/TT – 4/TT^2)sintx - (1/311 - 4/(3^2)(1^2))sin31TX - (1/511 - 4/(5^2)(TT^2))sin51x + f(t) = (1/TT + 4/TT^2)sintx - (1/311 + 4/(3^2)(1^2))sin31X - (1/511 + 4/(5^2)(TT^2))sin51x +
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