a) Evaluate the integral ∫02x1dx or show that it diverges. b) Determine the values of x∈R for which the following pow
Posted: Wed Jul 13, 2022 5:06 am
a) Evaluate the integral ∫02x1dx or show that it diverges. b) Determine the values of x∈R for which the following power series converges n=0∑∞n!n2(x−2)n c) Find the third degree Taylor polynomial for f(x)=6logx about x=1. Use this Taylor polynomial to to estimate 6log(0.9). d) Calculate the limit x→0limsinxex−e−x. Provide all working.