The Fourier Series for a function f(t) is given in the usual way as f(t)=a0​+n=1∑∞​{an​cos(T2nπt​)+bn​sin(T2nπt​)} The f

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The Fourier Series for a function f(t) is given in the usual way as f(t)=a0​+n=1∑∞​{an​cos(T2nπt​)+bn​sin(T2nπt​)} The function h(t) is defined as h(t)={−17t17​−1<t<00<t<1​ h(t) is periodic with period 2 . For the Fourier Series of the function h(t) : (a) Find the Fourier coefficient a0​. Give your answer to AT LEAST FOUR PLACES OF DECIMALS. Put in this value only ie. Omit the " a0​= " (6 marks) This question accepts numbers or formulas. Plot I Help I Switch to Equation Editor I Preview (b) Find the Fourier coefficient a7​. Put in this value only ie. Omit the " a7​=" Give your answer to AT LEAST FOUA PLACES OF DECIMALS. (8 marks) This question accepts numbers or formulas. Plot I Help I Switch to Equation Editor I Preview