Fully Understand LOGARITHMS in 38 minutes (ultimate study guide)
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- Опубліковано 27 чер 2024
- Watch this video to master all you need to know about Logarithms. The video will take you through all of the rules, properties, and applications of logarithms. Hopefully this helps with your understanding! Please consider subscribing if this content is helpful for you.
0:00 - What is a Logarithm
3:19 - Exponential to Logarithmic Equation
5:56 - Graph of Log Function
9:36 - Power Rule
13:12 - Product and Quotient Rules
17:04 - Other Rules and Tricks
20:27 - Solving Exponential Equations
23:43 - Solving Logarithmic Equations
29:06 - Applications of Logarithms
35:49 - Derivative of Log(x)
This is the best youtube video on logarithm I have ever seen.
Please keep this series going on 🙏 . These are really helpful for me.
I love your works. You completed in details in 38 minutes
Very helpful video, it's always satifiying to find videos who explain the basics of these fundamental roots of matematics in such a detailed way.
Very comprehensive and perfectly explained. Thanks for the video.
Thank you so much for this video my man... I was struggling with this lesson so much but now I understand it. Thanks ❤
omg, wakeup guys, jensenMath just uploaded a video
Excellent narration.. Rhythm.. Learn lot in a short time, God bless you
Thanks, good revision.
Thanks. I look forward to scoping your channel. Subscribed. Cheers
Can you do a video about integrals (must know about integrals)? Thanks
Thank you. Would appreciate a similar video on the subject of vectors, if possible.
thank you very much it was of great help
As a person who was not even introduced to this topic I understood it crystal clear
knowing it beforehand will be very useful in the future
THANK YOU!!!!!!!!!!!
great explanation of logs. thanks for enlightenment.
will definitely watch this laterrre
Great video
Excellent!
Excellent teaching
you are soo underrated
Thanks!
This is soo good..
thank you soo much, this is better that a bottle of whiskey for getting me to sleep
Well done thanx
Love from india ❤❤
Video covers all the basic knowledge of the log function some each section of the video needs some more depth to the fundamentals To develop a better understanding.
but if anyone wants to revise the basic of log then this video is very helpful for that so ya you have done a great job bro keep doing this
Thank you
To comlete: What is the antiderivative of log(x)? As far as I remember for f(x)=ln(x) we have F(x)=ln(x)-x
Red marker isn't just visible
Awesome guide! What grade is this for?
This is actually used in junior college
11th and 12th
In India
can you do a video explaining the things we need to know about integrals?
Every thing is perfect.
If only you did not use pink colour because it looks hardly visible.❤
Hey please teach us about natural log used in high school calculas and freser in uni that would be great help sir
Log (x) mean = number 10^ (y) = x where b = 10
Sooper.
you could technically have a log of a negative number if you used imaginary numbers, although you would have to graph it on the complex plane
That's what I first thought too but then I saw that in 10:55, he wrote "x ε ℝ" so he probably doesn't count the ℝeal numbers.
Though if we include the complex numbers, we can put the base as 1 because 1^z can be something other than one. I remember watching a video from bprp solving 1^x=2
Edit: I also forgot that a lot of the rules of exponentation & logarithms don't work with negative & complex numbers because of their multivalued nature.
I am the first to view and do a comment!
bro please make a separate video on plotting graph and its other things please😢
when on your site integrals? sorry for the english
Say some history. How about logarithms turn multiplication and division into addition and subtraction. Convert log tables to physical lengths, then make a slide rule. ;D
Can't read the red/pink writings in Must Know #s 4 & 6.
Thank you to much sir
Rich me mor math please
💜💜💜💜💜💜💜
It would have been very helpful if each step is demonstrated with a practical application with reference to satisfaction of the nèeds of any lay person in day-to-day life ~ the single purpose of all search for knowledge.
Clarification is also needed as to when and where exactly are lg and ln applicable.
Any tool without knowledge of where and when it can be used is of no use whatsoever.
Can anyone explain 5=2^log2(5)
If it’s log base 2 of 5 then when you do 2 to the power of that then I’ll equal 5
It’ll