The Fourier Integral Representation of f(t) is (0, t<0, t>1 f(t) 1 [sin w + 1 -(cos w wt 1 [sin w + 1 -(cos w +1) cos wt + 1 sin wsin wt dw f(t) Cos W+ 1 [sin w + 1 (cos w 1 f(t) 1) oS wt + -cos W+- -sin w sin wt WIT 1 -[sin w + 1 (cos w [-cos wain wan ue jou 1 -Cos W + f(t) - 1) wt + sin wt dw

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A: