a) A periodic signal is defined as x(t)=t over the interval (m, n) and the period TO= 2n. Sketch the function over a period of time. Find the trigonometric Fourier series of the function. The function is antisymmetric and therefore only the b's are different from zero. Use the integral from the integration table: ft sin(at) dt = 1/a' (sin(at)-at cos(at)]

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a) A periodic signal is defined as x(t)=t over the interval (-n, n) and the period TO= 2rt. Sketch the
function over a period of time. Find the trigonometric Fourier series of the function. The function
is antisymmetric and therefore only the b's are different from zero.
Use the integral from the integration table: ft sin(at) dt = 1/a² [sin(at)-at cos(at)]
Transcribed Image Text:Oppgave a) A periodic signal is defined as x(t)=t over the interval (-n, n) and the period TO= 2rt. Sketch the function over a period of time. Find the trigonometric Fourier series of the function. The function is antisymmetric and therefore only the b's are different from zero. Use the integral from the integration table: ft sin(at) dt = 1/a² [sin(at)-at cos(at)]
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