💯 The Properties of Logarithms Explained with Clear Examples

[@toreeves]

One of the best video tutorials I've seen on KZbin. Very clear explanation.

[@wirandhikablogs]

excuse me, i dont get it. how come the teacher being such beautiful and smart at the same time ?

[@dananajj]

1:37 I think you meant to write "a > 0" in that slide. This affects your explanation in the last question at 16:40.

[@iitutorcom]

Very good point, Danana. We will keep that in our mind in order to produce better video lessons in the future. Thanks again.

[@netsurfers9357]

Thank you so much for your presentation. Your wonderful in how you explain things. I just recently came across a logarithm which I am having trouble solving. Maybe you know the answer? (5x -1)log(4) = xlog(19) = ? Can you explain to me the steps in solving this or do you have a video that shows more in depth?

[@iitutorcom]

+Netsurfer S step 1: 5xlog(4) - log(4) = xlog(19), step 2: 5xlog(4) - xlog(19) = log(4), step 3: (5log(4)-log(19))x = log(4), step 4: x= (5log(4)-log(19))/log(4), hyou may want to use you calculator to evaluate this. Hope this helps.

[@theexposingmachine1575]

💗from India🇮🇳

[@abdulhakimahmed3262]

Thanks so much!!1

[@iitutorcom]

Thank-you for your warm feedback. We are uploading fresh video lessons everyday, so stay tuned! Thank again.

[@algomez576]

Excellent explanation thank you so much

[@habibmusabbir7377]

thanks you very much....its really helped me....

[@cherisemoses9321]

Your videos have made me say " Ohhhhh, thats how its done", "I finally understand" I am a Pure math student and your videos are awesome!!! x-ox-xo (Trinidad and Tobago)

[@iitutorcom]

+Cherise Moses Thanks for your feedback and we are glad that that helped you. :)

[@mentibump]

What ever happened to Inverse ftns. i.e. log base a is the inverse of raise to the power base a. Then explanation becomes -- Covert to index for -- Raise both sides to power of the log base. (one side cancels) -- left with expression to simplify. -- For log form take the log to the base of the index expression of both sides. Inverse ftns cancel -- simplify expression. No "this goes up there -- that goes down there stuff to remember" !!!!

[@raymondlai5]

Thanks, itutor for sharing you expertise. Have a nice day! =)

[@smart30plusskills30]

Your presentation and teaching skills are undoubtedly awesome, and it really really helped me a lot to understand and apply . Wish you will upload lot more amazing videos like this and may succeed in your career .

[@iitutorcom]

+BIBASISH PAUL Thanks for your feedback. You may wish to download our free comprehensive mathematics worksheets for 12 topics in 676 pages from www.iitutor.com/freebies/. Thanks again. :)

[@peace.9850]

thanks teacher it is amazing

[@mitwalimirgani]

Honestly didn’t learn anything cause the whole time looking at you so beautiful

[@user-gz1og9td5t]

An Asian with an English accent 😍😍

[@jsloan16]

She sounds Australian to me.

[@katherinex9166]

You're my favourite lady on youtube :)

[@manjulaannam1637]

good

[@lincha3216]

log is just an inverse calculation of power. what's its application in real life?

[@iitutorcom]

+Lin Cha The most common area of its application is to find the number of period of exponential equation. Given the principal, interest rate and the mature amount, then log is a great skills to find the period how long it takes to reach the mature amount from the given principal. There are many applications for financial practices. Hope this helps :)

[@rodrigoziggsgg]

+Lin Cha You got roasted

[@atnabontariku9728]

really i appreciate you ,for you have mor than 200 IQ

[@Jomthap]

รัก

[@alexfiuk2732]

I'm sad because you're a really good teacher but I can't focus b/c you're too pretty. Pitty. Back to watching old boring men explain stuff.

[@dananajj]

Like Eddie Woo?

[@MasterofPlay7]

how many are in it for the asian fever? lol

[@neptraveller-storiesofthet8382]

lol?fuckyourassbaby

[@kierrachristenson7435]

much cringe very annoy

[@JamesETHD]

Thanks. this really helped me

[@iitutorcom]

Thanks for your feedback!

[@manjulaannam1637]

good

[@iitutorcom]

Thank you for your feedback