What are Logarithms and Log Functions in Math?

In this lesson, you will learn about logarithmic functions in math. A logarithmic function is a function that contains one or more logarithms. The logarithm, abbreviated log is the inverse function to the exponential function. Exponential functions are central to understanding bacterial growth, time value of money, exponential debt and interest, and more. So understanding logarithmic equations are important for the same reasons.
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[@octaviojrcortes2647]

best teacher, every time I don't understand something I come to your channel and watch the video, cuz I know that if I have doubts your video is going to erase them, thanks for all the videos and all the material you have help me in

[@Xmetalfanx]

while i haven't watched say the stuff on Chemistry yet ... there were differnent things in high school that went way over my head ... I listen to Jason explain it and it's somehow crystal clear to me ... like "why did they make 'this' or 'that' THAT CONFUSING FOR NO REASON?"

[@octaviojrcortes2647]

@@Xmetalfanx yup, hes the best

[@RanBlakePiano]

@@octaviojrcortes2647have your dvd settrig ,pre cal mfirst dvd misplaced Trying to locate first five lessons Tuned into lesson one ,two and your lecture gets interrupted saying private video Sorry to write you under this comment but spaces full

[@bradleymedina1406]

Thank you for sticking to doing material for such a long time, I am a subscriber to your online courses, and they have literally helped to cultivate my understanding of subject matter from algebra all the way to calc 2 where I am at currently in school. In high school I was terrible and did not like doing mathematics, but as I am now in my 30s have developed a love for the craft even though I still sometimes get frustrated lol. But honestly again it is thanks to the time and effort you have put into your courses over the years that have helped me to be where I am at in a degree for CS and on to awesome things! Thanks Jason Gibson!

[@MathAndScience]

Awesome thanks so much. Good luck in your studies!

[@exotickhanaarif4333]

I have downloaded your app and i am watching your lectures there. It's much much better then my university professors

[@RachaelChinaza]

I don't know how math would have been without your channel. Thank u ❤️

[@lilypochnell527]

Thank you, Jason, for another good lesson. Your teaching is a unique one.

[@Carlos-qz7ul]

Very nice lesson on logarithms, the best one on the web. I've written it down to the last dot ! 👏

[@peterf9360]

Young Jason, a legend in the making.

[@MathAndScience]

Lol yes that was a long time ago!

[@gflixes]

This is wonderful. have you authored any book for maths, physics or chemistry? I would love to have your books

[@drumtwo4seven]

Nice 👍 From memory and it's been a while... Logarithms undo it exponentials

[@MathAndScience]

Yes, you are right!

[@Ehmedbaz]

thank you very much sir that was helpfull

[@octaviojrcortes2647]

wow is this 2006? great teaching👍

[@ramsundarpanda754]

Nice explanition... 😌

[@MathAndScience]

Thanks 🙂

[@martialrubibi4539]

If all mathematic's teachers were like you!

[@tresajessygeorge210]

THANK YOU... SIR...!!!

[@suraprod6420]

Thanks for all your videos . May I pls ask if you have videos for biochemistry uni level? Kind regards

[@MathAndScience]

No biochemistry unfortunately. Take care, Jason

[@suraprod6420]

@@MathAndScience thanks for the reply.

[@sad_moments_of_evreything]

hello sir can we have a video of your room tour❤

[@wilkyclergeot9416]

Thanks so much incredible!!!

[@MathAndScience]

You're so welcome!

[@user-ed1pr1wh2o]

20:37

[@ladyagony2018]

18:06

[@alexz3901]

I was taught in school that log to 10 base is notated as lg

[@user-ps3qw4zb6s]

Solve the equation 4^2x-4(4)^x-32=0. on logs

[@harry011984]

This was filmed 15 years ago?

[@bammbamm12]

What's a log?

[@larrymcbride79]

why not say: What's the exponent on base a = N? a log is an exponent, no?

[@sammin5764]

🌟🌟🌷🌟🌟🌟

[@alpoole2057]

Youth

[@donaldf.switlick3690]

I don't want to see formulas; I want to see formulas in moving pictures as the variables change; all related to a specific problem.