L'hopital's rule
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- Опубликовано: 4 мар 2018
- This calculus video tutorial provides a basic introduction into l'hopital's rule. It explains how to use l'hopitals rule to evaluate limits with trig functions, fractions, exponential functions with e^x and natural log functions such as ln(x). To use l'hopital's rule, you need to take the derivative of the numerator and denominator of the fraction any time you have an indeterminate form as a result of direct substitution.
Full-Length Math & Science Videos:
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___________________________________
Introduction to Limits:
• Calculus 1 - Introduct...
Derivatives - Fast Review:
• Calculus 1 - Derivatives
Introduction to Related Rates:
• Introduction to Relate...
_____________________________
Extreme Value Theorem:
• Extreme Value Theorem
Finding Critical Numbers:
• Finding Critical Numbers
Local Maximum & Minimum:
• Finding Local Maximum ...
Absolute Extrema:
• Finding Absolute Maxim...
Rolle's Theorem:
• Rolle's Theorem
________________________________
Mean Value Theorem:
• Mean Value Theorem
Increasing and Decreasing Functions:
• Increasing and Decreas...
First Derivative Test:
• First Derivative Test
Concavity & Inflection Points:
• Concavity, Inflection ...
Second Derivative Test:
• Second Derivative Test
_________________________________
L'Hopital's Rule:
• L'hopital's rule
Curve Sketching With Derivatives:
• Curve Sketching - Grap...
Newton's Method:
• Newton's Method
Optimization Problems:
• Optimization Problems ...
_______________________________________
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Full-Length Videos & Worksheets: www.patreon.com/MathScienceTutor/collections
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Bria Bree there are two spellings...
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"anything raised to the power 0 is 1"
Infinity^0: "Am I a joke to you?"
0^0
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Sadab Hafiz no it’s not. It’s actually approaching one, but will never really get there, like an exponential equation
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@@XVII12 because exams don't test knowledge, they want to hit a certain average mark with exams, in order to do that, they need to add questions most people would not be able to solve for example because its a bit unfamiliar
I have not felt this excited about learning something in math in years. Went from not even knowing how to pronounce L'Hopital to knowing how to do all the problems by myself. Thanks a bunch!
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Oh my God! before watching this video every thing looked very hard to me when it was coming to L'hpitals's rule. This is great teaching. very clear and makes calculus easy to understand. Thanks.
It may be because this video doesn't teach you the "why", which is what your teacher is probably trying to teach you, but rather how to plug and chug your way through an exam.
@@tcritt This is the best explanation I have seen to why this youtube tutorials always seem so much better than the class. But then again, if the class is meant to teach us the why, then why does the test ask us to plug stuff in.
@@PedroTechnologies If you know the why, you are more likely to get the trickier questions right. Those questions are the ones where it's not immediately obvious what formula is required and where you need a flash of insight to even know where to begin. It all depends on the level, objectives and rigour of the course.
I usually panic when I study and try math problems, but this guy makes it feel so welcoming and easy to understand
L'Hopital's rule is honestly such a powerful tool; it saves so much time by sparing all the factoring work in polynomial limits and makes your life a helluva alot easier!
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I cant believe how simple your approach is. My lecturer goes all over the place for 2 hours+ and yet, I dont understand shit. Whereas I watched your video and I understand how to approach questions using the L'hopital rule. Thank you so much
This helped me SO MUCH, my professor started with explaining l’hôpital’s rule and THEN started showing how to use it, which made me so confused, but now I really get how to use it, thank you!
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MR. Organic Chemistry Tutor, thank you for explaining L'hopital's Rules with solid worked out examples from start to finish. Pattern recognition also helps with understanding L'hopital's Rules in Calculus Two. This is an error free video/lecture on RUclips TV with the Organic Chemistry Tutor.
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to be honest i didn't know 0/0 it can be solved to give a reasonable answer...Sir u made it clear now....you just proved that a scientific calculator is programmed because it says 0/0 its an error...L'hopital rule its now simpler to me....keep helping for those who are weak in maths,chem,physics,stats,etc you are doing great work...
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An excellent explanation of L'Hopital's Rule. I really learned a lot !
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Thanks for the explanation! It helped a lot since I came into these "indeterminate" limits questions. I didn't know how to answer them before
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I learned more from this 13-minute video than I did from my 1-hour lecture about L'Hopital's Rule.
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can you you use this for ln(x)/cot(x) as x approaches 0 and if so what do you get? Is it 0?
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