Leibniz Integral Rule Explained

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Homework Help Overview

The discussion revolves around the Leibniz Integral Rule, focusing on understanding the variable of integration, denoted as t, and its implications in solving integrals. Participants are exploring the problem statement and the necessary steps to approach it.

Discussion Character

  • Exploratory, Assumption checking, Problem interpretation

Approaches and Questions Raised

  • Participants are questioning the role of the variable t and discussing various methods for tackling integrals. There are inquiries about the original problem statement and attempts to clarify what has been tried so far.

Discussion Status

The discussion is ongoing, with some participants providing guidance on the need for a complete problem statement and encouraging the original poster to share their attempts. There is a recognition of the importance of showing work in order to receive more targeted help.

Contextual Notes

Some participants note that the original poster has not provided a complete statement of the problem, which may hinder the discussion. There are also reminders about the etiquette of engaging in forum discussions.

alijan kk
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1. The problem statement, a
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ll variables and given/known data

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Homework Equations


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The Attempt at a Solution


what is t equal to here , how should i think it ?
 

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Where have you tried to start? There must be something to give you a hint or clue.
 
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Greg Bernhardt said:
Where have you tried to start? There must be something to give you a hint or clue.
i have been thinking about it ,,, tried many weird tricks ,, can you tell me a little about the variable t a little please..
 
There is nothing special about ##t##. It is just the variable of integration. What "weird tricks" have you tried? You have to show us what you have tried. What methods do you know to do integrals?
While I am at it, I should mention that it is impolite to start threads then abandon them, as you seem to have a habit of doing.
 
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LCKurtz said:
There is nothing special about ##t##. It is just the variable of integration. What "weird tricks" have you tried? You have to show us what you have tried. What methods do you know to do integrals?
While I am at it, I should mention that it is impolite to start threads then abandon them, as you seem to have a habit of doing.
oh i am sorry ,, ok i am going to show what i have done
 
LCKurtz said:
There is nothing special about ##t##. It is just the variable of integration. What "weird tricks" have you tried? You have to show us what you have tried. What methods do you know to do integrals?
While I am at it, I should mention that it is impolite to start threads then abandon them, as you seem to have a habit of doing.
should i post it on "Mathematics" if i don't know how to start ?
 
For one thing, you haven't given a complete statement of the problem. What are you asked to do with the given formula?
 
LCKurtz said:
There is nothing special about ##t##. It is just the variable of integration. What "weird tricks" have you tried? You have to show us what you have tried. What methods do you know to do integrals?
While I am at it, I should mention that it is impolite to start threads then abandon them, as you seem to have a habit of doing.
LCKurtz said:
There is nothing special about ##t##. It is just the variable of integration. What "weird tricks" have you tried? You have to show us what you have tried. What methods do you know to do integrals?
While I am at it, I should mention that it is impolite to start threads then abandon them, as you seem to have a habit of doing.
i have uploaded an other image , , and i have to find derivatives,, and i think it is based on the general definition of logarithms
 
So now you have stated the question and posted the answer. If you are asking how that answer was obtained, look up Leibniz integral rule either online or in your textbook.
 
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LCKurtz said:
So now you have stated the question and posted the answer. If you are asking how that answer was obtained, look up Leibniz integral rule either online or in your textbook.
very helpful, thankyou again <3
 

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