\fSection 06.2: Problem 7 {1 point] Eva} mate 2 \"(\"3\" 1) using f\" (i ) where f($)=1 1 71:2 I Hint: f\"(:1:}= (12 _ a?) Z(n 1} :11" 2 i3 non\" 1) =C] help {numbers} 11:2 Section 06.2: Problem 8 Previous Problem Problem List Next Problem (1 point) Given that n-0 use term by term differentiation or integration to find the power series for 1 f (z) = centered at x = 0. (1 -x)2 The power series representation for f(a) is help (formulas) n=0 (Hint: A power series must have all nonnegative integers as the exponenets for the variable, so you may need to reindex the power series you find after differentiating.)