Question

I need these calculus 2 questions answered for me. I seem to be some kind of close but not quite there. Please answer BOTH question and I will upvote

se a series to find the first five terms of tan-tx3dx b) Find the minimum found in part a) nccessary to approximate dx so that error < 5 × 10 s, and approximate the definite integral with a partial mber of terms. c) Find an upper bound of the lerrorl of the ximation found in part b). Is the approximation too large or too small? Why? 2) number of terms of the series G tan-1χ3 sum containing that nur appro 15 i5 a 2 "X 馬7 akt K:묶 3( ) 15 괴27 23.20 2 52 54 252 1417 Al t Series Remainder is Sinst nejkctcol tor m ㄐ 7.3 1.5 2.4 RN

Answer 1

92 ブ·ナグ 2ラ n-D-- ant ! x-リ 4 lo (snt)n Cnty

0. 091727