1dx converges, we might compare it to the power6In order to determine if the improper integralx21functionx2First, what is the relationship between these functions when x > 7?11is6.Select an answerx2x2-dx?x2What do we know aboutWe know that it:Select an answer1dæ converges or diverges?What do these two facts tell us about whether the integralx2Answer v Select an answerthe integral convergesChecthe integral divergesno information

Explanation of the answer is as follows

In order to determine if the improper integral -dx converges, we might compare it to the power 7 x2 1 function x2 First, what is the relationship between these functions when x > 7? 1 is x2 – 6 1 Select an answer O x2 da? - dx? x2 What do we know about We know that it: Select an answer O What do these two facts tell us about whether the integral 1 -dx converges or diverges? x2 – 6 Answer v Select an answer the integral converges Chec the integral diverges no information

In order to determine if the improper integral -dx converges, we might compare it to the power 7 x2 1 function x2 First, what is the relationship between these functions when x > 7? 1 is x2 – 6 1 Select an answer O x2 da? - dx? x2 What do we know about We know that it: Select an answer O What do these two facts tell us about whether the integral 1 -dx converges or diverges? x2 – 6 Answer v Select an answer the integral converges Chec the integral diverges no information

Algebra & Trigonometry with Analytic Geometry

13th Edition

ISBN:9781133382119

Author:Swokowski

Publisher:Swokowski

Chapter5: Inverse, Exponential, And Logarithmic Functions

Section5.3: The Natural Exponential Function

Problem 56E

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