Evalute the following integrals

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Homework Help Overview

The discussion revolves around evaluating integrals, with participants addressing potential misunderstandings in terminology and mathematical processes related to integration.

Discussion Character

  • Mixed

Approaches and Questions Raised

  • Participants discuss the importance of correctly identifying the mathematical concepts of integers versus integrals. There are mentions of substitution methods and the need to adjust integration limits accordingly. Questions arise about the specifics of the substitution process and the evaluation of the integral.

Discussion Status

Participants are actively engaging with each other's posts, providing clarifications and suggestions regarding the substitution method and limits of integration. There is an ongoing exploration of the correct approach to evaluating the integrals, but no consensus has been reached.

Contextual Notes

There is a focus on ensuring proper limits for the integral after substitution, and some participants express uncertainty about the necessity of substitution in this context.

manal950
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Hi

Evalute the following integers

971545254.jpg
 
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You mean "integrals". There's a HUGE difference between integers and integrals!
Plus, where's the problem you're facing with these qns and your attempts?
 


Remember to change your integration limits after the substitution!
 


Hi

all is correct instead of substitution ??
 


manal950 said:
Hi

all is correct instead of substitution ??
Your substitution is fine.

What is u when [itex]\ x=\sqrt{\ln(\pi)}\,,\[/itex] and when x = 0. Those are your limits for the integral in u .

Otherwise, use substitution to find the anti-derivative in terms of u, then convert that anti-derivative back to x and evaluate the definite integral using the limits for x.
 
thanks so much ...
 

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