Answer with explaining how you get the bounds for the definite integral after finding the reinman sum exactly step by step, I'm just confused on why the bounds are a=0 b =1, thank you 39) Answer with full steps:In this question, write the given sum in Sigma notation as the Riemann sum for afunction and express the limit as a definite integral[ºf(x)dx:2 22nlimn→∞ N²/ ( ( ² + ¹ ) + ( ^ + ¹ ) + ( ² + ¹) ++ (² + 1))nnnnThen evaluate the integral.

Answered: Image /qna-images/answer/8840268d-6587-48b9-950a-3bcafa11e363.jpg

In this question, write the given sum in Sigma notation as the Riemann sum for a function and express the limit as a definite integral [ f(x)dæ: 2 2 2n ((² + ¹) + ( + ¹) + ( + ¹) ++ ( + 1)) n n lim nxn Then evaluate the integral.

In this question, write the given sum in Sigma notation as the Riemann sum for a function and express the limit as a definite integral [ f(x)dæ: 2 2 2n ((² + ¹) + ( + ¹) + ( + ¹) ++ ( + 1)) n n lim nxn Then evaluate the integral.

Advanced Engineering Mathematics

10th Edition

ISBN:9780470458365

Author:Erwin Kreyszig

Publisher:Erwin Kreyszig

Chapter2: Second-order Linear Odes

Section: Chapter Questions

Problem 1RQ

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Answer with explaining how you get the bounds for the definite integral after finding the reinman sum exactly step by step, I'm just confused on why the bounds are a=0 b =1, thank you