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###### Find the Taylor series for:A. f(z) = x centered at x =-1B. f(z) = sin(x) centered at â‚¬ = T C. f(s) = e centered at % =1 D. fl(z) = ze2c centered at z = 0 E. f(z) = zcos(z?) centered at z = 0 sin(z) F. f(z) centered at % = 0G. f(c)centered at x = 0 1)2Hint: Start with theMaclaurin series ofH: f() centered at x =1 Hint: Rewrite the 2x 12 denominator you Cal uSC the Maclaurin series of

Find the Taylor series for: A. f(z) = x centered at x =-1 B. f(z) = sin(x) centered at â‚¬ = T C. f(s) = e centered at % =1 D. fl(z) = ze2c centered at z = 0 E. f(z) = zcos(z?) centered at z = 0 sin(z) F. f(z) centered at % = 0 G. f(c) centered at x = 0 1)2 Hint: Start with the Maclaurin series of H: f() centered at x =1 Hint: Rewrite the 2x 12 denominator you Cal uSC the Maclaurin series of

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