Question 1is [ Select ]dxVæ2+5The integraldx is[ Select ]The integralVa2 +5[ Select ]dx is[ Select ]we can conclude thatSince limt+00drx2+5/x² +5Question 21dxVI +5[ Select ](a) Evaluate the integral1da-5 VI+5[ Select ](b) Evaluate the integral, if it is convergent. Otherwise, chose "divergent".

Answered: Image /qna-images/answer/85637532-c2a5-43b8-a4ca-63f87158df63.jpg

Question 1 00 is [ Select ] dx V2+5 The integral dx is [ Select ] The integral Vx2 + 5 [ Select ] dx is [ Select ] we can conclude that Since lim t00 dx 2 +5 Vr2 +5 Question 2 1 dx Vェ+5 [ Select ] (a) Evaluate the integral 1 da -5 V+5 [ Select ] (b) Evaluate the integral , if it is convergent. Otherwise, chose "divergent".

Question 1 00 is [ Select ] dx V2+5 The integral dx is [ Select ] The integral Vx2 + 5 [ Select ] dx is [ Select ] we can conclude that Since lim t00 dx 2 +5 Vr2 +5 Question 2 1 dx Vェ+5 [ Select ] (a) Evaluate the integral 1 da -5 V+5 [ Select ] (b) Evaluate the integral , if it is convergent. Otherwise, chose "divergent".

Algebra & Trigonometry with Analytic Geometry

13th Edition

ISBN:9781133382119

Author:Swokowski

Publisher:Swokowski

Chapter10: Sequences, Series, And Probability

Section10.5: The Binomial Theorem

Problem 39E

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