I'm a beginner and I'm glad that I stepped onto your channel for learning logarithms. Your teaching is very nice,simple and easy to understand...I am looking forward for more videos on logarithms (questions for competitive exams and stuff like that).
You're most welcome. We are really happy to hear that it was useful to you. We are glad that you understood the concept. Do support us by subscribing to our channel. 👍👍
Bohot acha laga sir ye session dekhkar.. Me Vidya Guru ke sessions se bhi kafi kuch seekha hai.. Unke teachers exam relevant important questions kafi easy methods se karwate hain.
We are really happy to hear that it was helpful to you. We are glad that you understood the concept. For more videos, please visit our website - dontmemorise.com/
You're most welcome Nishant. We are really happy to hear that it was helpful to you. We are glad that you understood the concept. We are happy that we could help you learn. Keep watching our videos. 😊😊
It would have been more helpful if you had shown the derivation of these identities or how they correspond to exponential identities. However I really appreciate how short and precise your videos are.
the81kid The microphone helps sell the idea the quality of your content that’s why, a decent mic will at least make certain words stand out more instead of having an irritating pop
What are the rules of logarithms How come out of them there are three that are frequently used What does frequently mean How come it tells us about xy to the base b What does base mean What does log mean What does (xy) mean What is the productent side How come we call xy the productent side What does = mean Why does logb(xy)= logbx + logby What does + mean Why is that the first rule What is a rule Why is it called the logarithmic addition identity What does it mean when they have the same base Why is it when two logs with the same base are added we write the argument as the product of the two argument What does it mean we write the argument of the product of the two arguments What is an argument Why did we call the x y and xy arguments Why do we call the b the base Why the most important thing to notice the base What does most important thing to notice mean Why do the bases have to be the same How come only then this will hold true What does hold true mean Why does the next rule talk about log x over y to the base b Why did you write logb(x/y)= logbx - logby What does x over y to the base b mean How come we could probably what this is equal to What does equal mean What does probably mean How come it is equal to log x of the base b minus log y of the base b What does minus mean Why is it the bases are the same again Why is it referred to as the logarithmic subtraction identity What does referred to mean Why is the third one quite interesting What does it mean it is quite interesting What does logba n mean What does logban= nlogba Why did we put a circle around green b and say base b Why did we put a square around a n and say a raised to n Why does logba n equal nlogba Why did we put a red circle around n on left and right and say power of argument is written here And why is power of argument written here What does power mean Why are these the three rules in logarithms What are common mistakes that students make when remembering these rules Why are there common mistakes that students make What does common mean Why is log x multiplied by log y not equal to log x + y What does multiplied mean Why is log of x times y equal to log of x plus log of y Why is log of x divided by log of y is not equal to log of x - y What does divide mean What is product and division Why do we remember that the product and the division is not written as an argument not here Why is it when you said not here you put a red square around * and •/• What does remember mean What does log of 24 to base 2 mean What does log2 24 mean How come most calculators provide the answers for log to the base 10 What are calculators What does provide mean What does log to the base 10 mean How come you showed log10 when you said log to the base 10 and natural log What is natural log Why did you show ln when you said natural log How come we assume we need to find the answer without the calculator What does assume mean Why are we given additional information What does given additional information mean What do we do with the given information What does approach mean Why does the trick lie in writing 24 as a product of two numbers What does it mean to write as a product of two numbers Why can it be written as log(4x6) to the base 2 How come 24 can be written as 4x6 What does it mean it can be written as 4x6 How come you said how come we write is as 4x6 and not 2x12 How come we can write it as log of 4 to the base 2 plus log of 6 to the base 2 Why do we call this log2 4 log 4 to the base two What does it mean to be given the value Why have we been given the value How come we said what about this one then put a square around log2 4 How come log 2 4 asks us 2 raised to what gives us 4 What does raised mean How come the answer is two What is an answer What does solve for mean How come there is another we could have solved this Why do we call this the first one How come log2 4 can be written as log 2 squared to the base 2 Why do we call log 2 22 log 2 squared to the base 2 What does squared mean How come applying the third rule we can write this as log of 2 to the base two What does applying mean How come you wrote 2log2 2 when you 2 times log 2 to the base two How come we know that log b to the base b is one How come we call logb b log b to the base b Why did you write =2 x 1 =2 and what does this mean How come no matter what rule of property we apply we get the same answer No matter what rule of property we apply mean Why log2 6 given to us as 2.58496 What does given to us mean Why did we write 2 + 2.58496 What does verify answer mean Why are we using online calculator to verify answer What is an online calculator What is argument What does calculate reset and result mean How come the answer is correct What does correct and answer mean
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Totally gonna help for my online exams😊
Give furthermore videos for logarithms please
Ok
I'm a beginner and I'm glad that I stepped onto your channel for learning logarithms. Your teaching is very nice,simple and easy to understand...I am looking forward for more videos on logarithms (questions for competitive exams and stuff like that).
Ok
This is good stuff guys. Straight to the point, no messing around. Organized.
yes. no comedy no confusion. so clear.
Now this, Sammy P, is a comment!
5 years later and still useful thank you
You're most welcome. We are really happy to hear that it was useful to you. We are glad that you understood the concept. Do support us by subscribing to our channel. 👍👍
Are you from the future?
Thankfully the fundamentals of mathematics havent changed in 5 years lol :^)
@@callergaming2575 that guy is in 2022🤣
Knowledge never becomes trash
What do you mean by ita still useful🤨
this channel is really very much appreciated for beginners
Thank you very much for the appreciation and for watching.
Also, don't forget to subscribe to our channel: bit.ly/DontMemoriseTH-cam
Happy Learning:)
I'm a 9th grader and the content is really organized. It's so easy to understand. Thanks...
Their animation is much better than so many teachers across me and youtube channel. I fall in love with this channel since 2019
30 minute content lesson in 4 minutes and easy to learn.
keep it up!
Excellent voice control thank you so much !! Ma’am
Excellent voice control
Horrible Mic
This is fantastic. Very clearly explained. Thank you so much!
Glad it was helpful!
This was an excellent video, I would recommend watching if you need to review logarithms.
Thank you very much for the channel in it's whole !!
Top job!!
Greetings from Belgium!
Are you that from Belgium.
The Dutch and french speaking people's war.
@@mehrajdar9311 lol power sharing class 10 NCERT civics book 😂😂😂
Bohot acha laga sir ye session dekhkar.. Me Vidya Guru ke sessions se bhi kafi kuch seekha hai.. Unke teachers exam relevant important questions kafi easy methods se karwate hain.
4 years later but still superb. First time Watch from Bangladesh... Needed to subscribe
Perfectly concise and complete, except for the log(a)/log(b) and log(a)*log(b). Are those unable to be simplified further?
Thank you soo much.....
Since I'm watching your videos.,I'm doing my best in my exams.
The voice is bit disturbing but content really helps👏👏👏👏
this is rude. I apologize on this clown's behalf
Its not rlly the voice but more the microphone
the accent goes right through me
Her cadence/vocal rhythm is actually really good. It's not easy to narrate like this.
Disturbing?.... how so?
Love this
Just a small suggestion : why cant u add an example to make it more clear and amazing ? ♡♡ It would be more helpful...
thanxx a ton
but she did add an example
You guys are the best!! Can you make more video's of logarithms
Thank you so much. Understood the logarithms correctly!
these lectures helped me immensely for CAT preparation.
We are pleased to know our videos could help you, Vyankatesh! Thanks and Keep watching 🙂🙂
@@InfinityLearn_NEET these help but plz do something with the microphone i dont want to be mean
*KAT
Thanks sir
It was very useful for me and now I can help other people with their online algebra
Amazing maam!!!
6 years later and still useful 💝
Very nice contribution to mathematics thank you.🙏🙏🙏.
Thank you so much for your explanation . It's really awesome.
You're most welcome and Thanks for your appreciation. We are glad that you understood the concept. Do support us by subscribing to our channel. 👍👍
Thank you .... Thank you.... Thank you.... Thank you... Very much 😁👍
You're most welcome Nagaiah. We are glad that you understood the concept. For more videos, please visit our website - dontmemorise.com/
thankyou so much mai bohut struggle karh rahi hon or iss video se mujhe samjh ayi thankyou again 😘😘
The most preferred TH-cam channel by me to the students.
Thank you very much it is very useful to ❤
Now I'm in tenth and my school DPT's are going on and now this video very helpful to me thank you so much for your simple explanation thank you much
Thanks my teacher
Excellent man it make me easier in problem
Explanation is awesome
Thank you very much
7 years later still useful❤❤❤❤❤ thank you so much!
Thank you so much for this....I got 100 in my logarithmic test
Congratulations!!
@@InfinityLearn_NEET thanks ❤️
Thank you
شكرا
This video was very helpful for me to understand logarithm concept.
Thank you so much ..
For u r Explanation..
Thank you for the rules.
Well explained !
Kindly put up a video on how to use clark's table to find logarithms of numbers with decimal and exponential..
Thank you really good ❤️🙏🙏
Thanks a lot ma'am...
Wonder full
REALLY I DONT THINK THAT,ANY TEACHER LIKE YOU WILL TAKE BIRTH ON THIS EARTH
YOU MAKE MY PROBLEMS
LIKE A PEANUTS🥳🥳🥳🥳
Don't memorise it's suits the video pretty good, your explanation is too good and what I exactly needed in mathematics tq very much ☺️☺️☺️
excellent video
I like this channal but they give short videos still I appreciate this channal. I 💜💓💔💙❤💕💖💗💘💝💞💟👍👍👍
Very very clear and effective bt plz get the mic better👌👌👌👌👌👌
Thanks a lot Mam ☺️
Thanks
Help full video ❤️
It is soo helpful
Thank you so much for such perfect video
Thank🙏💕🙏💕 you very very much mam it's really help
God bless!!!! 🙏❤️
This video is absolutely helpful!!!
We are really happy to hear that it was helpful to you. We are glad that you understood the concept. For more videos, please visit our website - dontmemorise.com/
@@InfinityLearn_NEET Thank you
Thanku so much...... really helpful 🙏🏻🙏🏻
thank you very much for making this video very helpful ❤❤❤❤❤❤❤❤❤❤❤❤❤❤💕💕💕💕💕💕💕💕💕💕😘😘😘😘
It really helped
amazing explain
Ah! You got my heart ❤️❤️
What way to explaining . . . .superb
great video, i understood it immediately
you just made my life simpler. Thanks
I'm glad to hear that.
Please subscribe and press the bell icon to never miss a video: bit.ly/DontMemoriseTH-cam
Happy Learning :)
It helped me a lot to cover basics of lograthim thanks very much
You're most welcome Nishant. We are really happy to hear that it was helpful to you. We are glad that you understood the concept. We are happy that we could help you learn. Keep watching our videos. 😊😊
Thanks sister😎
So much help!!
7 years❤ thanks so much😊😊❤
Awesome thanks s lot....!!!!!
Understanding logarithms in the tution for 2 hours didn't help but just your 4 mins video did.
Thanks a lot😀
Finally I understand it 🤗
Love after 6 years,thanks 😂❤
It would have been more helpful if you had shown the derivation of these identities or how they correspond to exponential identities. However I really appreciate how short and precise your videos are.
plz make videos about number theory
7 years ago but it really helped me 💕thanks 4 such an amazing video
So usefull. Thank you so much!
Very Well Explained Thank You So Much 😊 👍🏻👍🏻👍🏻❤️
Thanks it helped me alot🤗☺
Tq for u
Perfectly explained! :) THANK YOU!
Looks professional but the mic ruins it all.
What is mic??
토마토 Microphone
So what? It's the content that's important.
the81kid The microphone helps sell the idea the quality of your content that’s why, a decent mic will at least make certain words stand out more instead of having an irritating pop
It was full valum in my phone, and phone speaker got 🫠
In class 9th but the way u taught, understood everything
Thank q teacher
What are the rules of logarithms
How come out of them there are three that are frequently used
What does frequently mean
How come it tells us about xy to the base b
What does base mean
What does log mean
What does (xy) mean
What is the productent side
How come we call xy the productent side
What does = mean
Why does logb(xy)= logbx + logby
What does + mean
Why is that the first rule
What is a rule
Why is it called the logarithmic addition identity
What does it mean when they have the same base
Why is it when two logs with the same base are added we write the argument as the product of the two argument
What does it mean we write the argument of the product of the two arguments
What is an argument
Why did we call the x y and xy arguments
Why do we call the b the base
Why the most important thing to notice the base
What does most important thing to notice mean
Why do the bases have to be the same
How come only then this will hold true
What does hold true mean
Why does the next rule talk about log x over y to the base b
Why did you write logb(x/y)= logbx - logby
What does x over y to the base b mean
How come we could probably what this is equal to
What does equal mean
What does probably mean
How come it is equal to log x of the base b minus log y of the base b
What does minus mean
Why is it the bases are the same again
Why is it referred to as the logarithmic subtraction identity
What does referred to mean
Why is the third one quite interesting
What does it mean it is quite interesting
What does logba n mean
What does logban= nlogba
Why did we put a circle around green b and say base b
Why did we put a square around a n and say a raised to n
Why does logba n equal nlogba
Why did we put a red circle around n on left and right and say power of argument is written here
And why is power of argument written here
What does power mean
Why are these the three rules in logarithms
What are common mistakes that students make when remembering these rules
Why are there common mistakes that students make
What does common mean
Why is log x multiplied by log y not equal to log x + y
What does multiplied mean
Why is log of x times y equal to log of x plus log of y
Why is log of x divided by log of y is not equal to log of x - y
What does divide mean
What is product and division
Why do we remember that the product and the division is not written as an argument not here
Why is it when you said not here you put a red square around * and •/•
What does remember mean
What does log of 24 to base 2 mean
What does log2 24 mean
How come most calculators provide the answers for log to the base 10
What are calculators
What does provide mean
What does log to the base 10 mean
How come you showed log10 when you said log to the base 10 and natural log
What is natural log
Why did you show ln when you said natural log
How come we assume we need to find the answer without the calculator
What does assume mean
Why are we given additional information
What does given additional information mean
What do we do with the given information
What does approach mean
Why does the trick lie in writing 24 as a product of two numbers
What does it mean to write as a product of two numbers
Why can it be written as log(4x6) to the base 2
How come 24 can be written as 4x6
What does it mean it can be written as 4x6
How come you said how come we write is as 4x6 and not 2x12
How come we can write it as log of 4 to the base 2 plus log of 6 to the base 2
Why do we call this log2 4 log 4 to the base two
What does it mean to be given the value
Why have we been given the value
How come we said what about this one then put a square around log2 4
How come log 2 4 asks us 2 raised to what gives us 4
What does raised mean
How come the answer is two
What is an answer
What does solve for mean
How come there is another we could have solved this
Why do we call this the first one
How come log2 4 can be written as log 2 squared to the base 2
Why do we call log 2 22 log 2 squared to the base 2
What does squared mean
How come applying the third rule we can write this as log of 2 to the base two
What does applying mean
How come you wrote 2log2 2 when you 2 times log 2 to the base two
How come we know that log b to the base b is one
How come we call logb b log b to the base b
Why did you write =2 x 1 =2 and what does this mean
How come no matter what rule of property we apply we get the same answer
No matter what rule of property we apply mean
Why log2 6 given to us as 2.58496
What does given to us mean
Why did we write 2 + 2.58496
What does verify answer mean
Why are we using online calculator to verify answer
What is an online calculator
What is argument
What does calculate reset and result mean
How come the answer is correct
What does correct and answer mean
I like this very much
I am in class 9 but logarithm is useful for me ❤️❤️❤️ thanku for it.
Nice to meet you in 2022 😂😂😂.
Log(xy) = logx + logy
Logx * logy = logx + logy
This is currect ?🤔
Log(xy)= logx*logy Can be taken as?
Very much usefull to me....Kind of u
Really helpful in grade 6
This is very helpfull. Good stuff keep it up
Thank you very much for the love and support. :)
Amazing teaching mam tnq a lot 😍plz make some more useful videos
I love these.
Thank you more than 100000
We love our subscribers too! Please subscribe to our channel: bit.ly/DontMemoriseTH-cam
Happy learning. :)
Excellent!!!
Thanks, all team of don't memorize to all these videos which are so effective for students
Very nice 👌
it’s probably a bit more understandable and accurate to say ~~ approximately equals and not equals