Video

Still looking but favorite ending so far!

I think it's very cute! thanks sir. Subed and liked

That was a good lecture. By the way, that t-shirt is awesome!

team quadratic

Nice

thank you sir

Thank you so much for making this! This was super helpful in studying for my linear algebra final.

Why do you use the area formula when it asks for perimeter

Linear algebra reference 🤩

I've been through linear algebra long ago, but it didn't start clicking until recently. I appreciate your effort sir

When doing point slope form, should I simplify the equation past y+2 =2/3(x-1) or would leaving it like that be ok?

it is -4 and +3 when you split the equation, and the answer should br negative 1/7

Nope it's n+2

I did sip my coffee at the same time, thank you

Approximate gravitational constant in Minecraft

I did sonething simmilar today amd i thaught anyone else had this idea I used counted the blocks inside to calculate pi My approximation was 3.21875

Oh yes I am always in the mood for some trig sub

using this an hour before my final, legendary stuff here

Its the moustache!!! Thats his secret for being good at math

Amazing explanation ❤

I think there is another way to prove without the postulate let n!(n+2)^2=x^2 n! is perfect square n!=1*2*3..... make two groups of number one for primes from 1 to n and another from prim factorization of the non prime terms set one will be (p1,p2...pn) set two will be (y1,y2....yv) for x! having non promes other than one aka x greater than 3 yv is greater than pn for x! to be perfect square the product of all elements in the 2 sets should be like (p1*p2^h*p3^j......)^2 as p1 p2 p3 are just some primes and j and h are some random variables but this means x!=p1^2*p2^2h........ so there has to be odd number of a prime in set 2 for each prime in set1 but pn is greater than yv so there doesnot exist x!=n^2 for x greater than2 and you can check other cases for x smaller than or equal 3

I used this to make gravity in my Minecraft clone match Minecraft's. Using 9.8m/s feels like low gravity because of the voxel size

how did you get d(theta) to equal that? did you find the derivative of theta and then just rearrange the equation algebraically?

you can also count the number of block that you needed to make the circle lol

Thank you very much❤

how did you get 4.08 ?

This is amazing

banger video thank you so much

Helping students who self learn is a great deed! Thank u so much sir❤

Hi, could you explain how writing the elementary vector as a linear combination of the two given vectors helps us solve this? I am not understanding conceptually. Thanks!

Pascal's triangle can be constructed in the following way. The leftmost and rightmost entry of each row is 1. Every other entry is the sum of the two numbers over it. One thing to note: The sum of the entries in the zeroth row is 1, the sum of the entries in the first row is equal to 2, and in general, the sum of the entries in the ith row is 2 to the ith power. Another less obvious fact is that each entry counts the number of lattice paths from the top to that entry. Let's say for example... This number here is four (4), because there are four paths from the top to this entry.

Pascal's triangle can be constructed in the following way. The leftmost and rightmost entry of each row is 1. Every other entry is the sum of the two numbers over it. One thing to note: The sum of the entries in the zeroth row is 1, the sum of the entries in the first row is equal to 2, and in general, the sum of the entries in the ith row is 2 to the ith power. Another less obvious fact is that each entry counts the number of lattice paths from the top to that entry. Let's say for example... This number here is four (4), because there are four paths from the top to this entry.

Slow falling potion 🤨🤨

this is hard? lol

What about the air density estimated from the resistance in free falling?

Hey how do you solve for g I've been trying to figure it out for hours

I have your brother as a teacher, i think you need to teach him how to play minecraft. We keep a tally on how many times he does something wrong in the game..please teach him dr…

You're back!

Amazing title 😂

I was really depressed this morning, and then things started getting a bit better, and then I clicked on this video to help me with my linear homework and I saw the "Simultaneous sip" and I was like: "Yeah, everything is gonna be alright."

But if you want to use L'Hopital's rule, the limit must be in fractional form which suggests that L'Hopital's rule can only be used for 0/0 or infinity/infinity Even if you get the other indeterminate forms, you have to write them in terms of 0/0 or infinity/infinity

go easy on us today 😭

keep posting never stop ❤🎉

Weird, i was just randomly thinking about continued fractions this morning and then this pops up

It's been so long, I hope you are doing well

Great explanation sir!

Thank you! You are great!

Hello, welcome back.

this measurement is credible, but it would be more credible if you wrote tp command as /tp @s ~ ~10000 ~ (~ is for relative coordinates)

cool 🌞