Expanding Logarithmic Expressions 

"Gotta close the parentheses my god you'll get a draft" xD

THANK YOU, SIR! I am revisiting logarithms myself so I can help my son with this topic. You are a great teacher!

thank you so much I was having so much trouble with this chapter in my math book, you are so helpful!

you make math fun

I know all this stuff but the reason I came here is to see the way u write numbers man.. it's so satisfying seeing number drawn on paper by the marker u hold.

THIS MAKES SO MUCH MORE SENSE NOW!!!!!!

You're good fun to watch - great videos! Thanks!

how come i just discovered you today T T You really make it fun!! Thank you so much!!

These videos are as good as any I have seen. MOMMA logs etc are a great way of presenting your ideas. Wonderful, plus you have a great theatrical manner which makes these videos capturing. Best

Great stuff. Happy I found you.

DYING! slow the speed down to 0.5 and watch the video again. Sounds/looks like a math lesson from Stoner Highschool lmao

Wonderful sir. You make things become simpler.

I love this guy

You're amazing!!!

you make maths simple thank you!

thanks a lot for the tutorials

thank you so much!!!! God bless you!!!!

BASED PROFESSOR BURGER SAVIOR TO US ALL

really good teaching

Thank you sir, I appreciate the video

Now only if my exam questions were similar to these. lol

Really my type of guy

If you would be my maths teacher. I would be a maths topper in my school . Its a awsome viedio

Thank you !

Thank You :-) out of curiosities sake is there a way to simplify a log of a sum or diff. that is beyond the scope of this video?

you rock!

God bless you

the marker gives me asmr

could we use brackets?? like is this also correct? (1+logBASE3 A) - logBASE3 B

how would you expand Ln 15x

what about natural log ? ln?

WOW

8.30. Isn't that a mistake where log c^3 is supposed to be log base 10 c ^3?

Near the end of the video, shouldn’t the answer be (2/5)log(abs(A))+(4/5)log(abs(B))-(3/5)log(C)? abs stands for absolute value. For the even integer powers, if you plug in negative values, it would yield a positive answer. By log properties, if we put without absolute values, it’s telling that the answer is undefined. Using he absolute values would show that the value can be negative, which would yield a positive answer,

For the second problem, you forgot the +1

brain pains....