Overview of the Multiplication/Division Index Laws

via KZbin Capture

[@dhritiahirwal9414]

What level pf maths does eddie teach? Cuz im a junior in high school and i hv done this long ago...

[@satyamedh]

damn I found this channel too late for my GCSEs

[@w.t.c.7788]

Nostalgia out of of nowhere is coming in me

[@laodehabib8666]

Ll

[@Chicky-yy7nk]

L

[@RandomVids-lg9lu]

Bro if teachers in this world were like you, the world would’ve been a better place than it is now for sure

[@qwtl3906]

I'm in middle school and you explained it so well I might be able to pass a test on this right now!! Good job

[@rss6545]

Pppopopppppl

[@kesanasridevi]

​@@rss6545😊

[@V21IC]

For a^0=1 is true if a>0

[@math.37]

Phép toán lũy thừa cơ bản.

[@davidbrisbane7206]

Limit(sqrt(x + 1) - sqrt(x))^(1/ln(ln(x)) = 1 as x approaches 0. Note: Limit (sqrt(x + 1) - sqrt(x)) = 0 as x approaches 0 and Limit (1/ln(ln(x)) = 0. So, in this case 0⁰ appears to approach 1. It's true that x^x does approach 0 as x approaches 0, and that is what was proven in this lecture.

[@francescodore2797]

I'm in Uni, i don't even know why i'm watching this, but his enthusiasm is really charming :)

[@ainafitrah213]

))l0llll loom l)))ⁿ)l)l0

[@ainafitrah213]

lollipop)l)0l0l) loop o ok lo km l) poll} l)0)ⁿⁿl

[@ainafitrah213]

000 lol 00p

[@ainafitrah213]

Pop omoo0

[@ainafitrah213]

l000

[@michaelpaulse1]

Do limit of x to 0 in x^0 does it still approach 1

[@JohnKooz]

Great lesson, Eddie!

[@juangordillo359]

You are wonderful!!!!!

[@mahamunibalakrishnan8263]

Zero means nothing. Zero to thepower of zero means nothing to the power of nothing and the snswer should be nothing. The elephant in the room is hiw can nothing to any power produce anything. Just because the calculator tends to produce a result approaching one, it defies human logic.

[@Nickle314]

I did this with my 8 year old. It's a good intro to more abstract mathematics. I was also interesting to watch her work out x^0 = 1 and why, just by asking the right question .

[@lowercaseh1]

ur 8 y o???????????????????????ß

[@jafethsalas6561]

Bo

[@pz1791]

Love what he did except this is deeply wrong… it’s an arbitrary decision he made to let the base and power to approach zero at the same speed.

[@ayooobro]

lmao “deeply wrong” bro you’re high

[@montywright5297]

Wow, I didn’t realise I could listen to the English language for over 3 minutes, and not understand a word!

[@tnbouma]

Women🍵

[@kssrinivasan977]

One cannot see properly as the camera is far away from the board