Question: Question 1: find a geometric power series representation for each function centered at c and determine its internal of convergence (d) / (x) = In(1

Question 1: find a geometric power series representation for each function

Question 1: find a geometric power series representation for each function centered at c and determine its internal of convergence

centered at c and determine its internal of convergence (d) / (x)

(d) / (x) = In(1 + x?), c=0 [Hint: Use Integration] 2. [1 point] Evaluate the Definite Integral using a Geometric Power Series (correct to 5 decimal places): 1/2 x o 1+ x3

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