Відео

1 is equal to -1, just that -1 is moving in the opposite direction

Either define √x as +√x OR -√x Or √x is undefined for negative and complex input

*Forget any big numbers, I guarantee no humans will even come close to fully comprehending (actually picturing in the brain) this number.* *3↑↑↑3 (or 3^^^^3 which is* *_3^(7,625,597,484,987)._* *To give you some perspective, there are only about 1.3 x 10^50 atoms in this world. That's a 13 followed by 50 zeros (1,300,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000).* *Now, let's try this: the number of molecules in all the oceans is approximately 4.7 x 10^46 (give or take several orders of magnitude).* *Can you picture a number with 46 or 48 zeros? If you succeeded, now try to picture a number that has over 3 trillion digits: *3^(7,625,597,484,987)*

Utter Oblivion

Hope u ll be back soon with more videos.Keep it up

Wow, this was an amazing explanation! thank you

you are amazing in mathematic. SUper.

Now am totally Satisfied 🙇

Keep it up Hope u ll be back soon with more videos

This was wonderful 🤧

its insane how efficient this is, its no wonder libraries like LG uses matrices

wait a minute, cant we derive a general formula for this? i infact seem to notice that if *a>b, then a^b<b^a* for some reason, but im not able to prove this maybe you can help

ㅈㅈㅈㅊㅈㅈㅈㅈㅈㅈㅈㅈㅉㅈㅈㅈㅈㅈ .

Simple: 2022 - 2024 = -2. 2022 will be a factor of Graham's number of years ago within eight months.

_3(3) is an unnecessarily large factor of Graham's number.

Infinity is not a real number, so it'sn't allowed.

Thanks man 👍

I just can’t seem to understand nothing

Hi, I love the video, but I have one question: when I change the x and y values of a function to xcos(b)-ysin(b) and xsin(b)+ycos(b) on Desmos graphing calculator , where b is the degree we want to rotate the function by, the function actually rotates in a clockwise direction instead of anticlockwise like shown in the diagram in the video, and I’m very confused about why?

Can you calculate the chance for 8 cards to include exactly two pairs

What if we start with 1000^1001/1001^1000?

that's funny i was in bed and listening to the videos and never had herd this one before. My first thought was Grahams number when you started and asked us. of course i had no idea the title of this vid. So yea not all people think of small numbers.

loved ittttt

THANK YOU VERY MUCH!!!!

remember: the event that occurs First goes to the Right side of the bar e.g. P(A|B) B happened first P(B|A) A happened first Start by defining what is A and what is B

Great video

Thank you so much for your efforts sir 💞🌈🍀 so helpful for us 😀

Hey there, in the first exercise, do you know why [x' y"] is written in a 2x1 matrix instead of a 1x2 matrix? Like : | a | | b | instead of [a b]

By far the best derivation for rotational matrices on UA-cam. Excellent work.

Very good!

I am very lucky to found this video what a good explanation

really good explanation of vectors

What’s the difference between fundamental matrix and matrix exponential ?

Thanks for the assist with this. Great visuals and procedures. Much appreciated!!

really good video!

Thanks for the in-depth explanation 👍

Finally, a normal explanation. Because everybody starts with a vector rotated from 0 angle.

i heard the Oíler equation's very slippery to deal with

Isn’t there a faster way for the second question? Since we are modelling the pendulum as just a normal sine function (there’s no energy loss in this scenario) well we know that the period (time for 1 oscillation ) is just 2 pi / b Where b is the coefficient of t inside sin, eg sin(bt) Since our model is a sin ( sqrt(g/L) * t ) Well our b is sqrt(g/L) So period = 2pi/b = 2 pi * sqrt(L/g) No calculus needed HOWEVER, It’s a good problem nonetheless as it teaches u to think through the problem which is useful for more general cases where u cannot model the pendulum with a simple sine function. In real life, obviously as the pendulum swings, it loses energy and has a lesser displacement over time Using calculus can help find the time for 1 oscillation within this more complex functions One of them that I can think of my head is e^(-t) * sin(t)

make this epic video popular

This is a wonderful video. I tried using my textbook to learn this, but this video made it so easy to understand. Absolutely love this video.

Tan 90 degree - 1 is the greatest number

woaw! u just saved my semester

tree of grahams number tetrated to tree of grahams number

Shouldn't l(t) = α*cos(sqrt(g/L)t)?

Best explanation in the Internet!

3!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!

10^(1000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000!)

Thank you.

✨Thank you, Sir, 🙏✨