I took trigonometry and calculus ih high school, and was never once taught that the tangent of a function could be determined through calculus. This helped illustrate that calculation to me a lot. Calculus really started to confuse me, and now I see that confusion was probably either due to the curriculum skipping over a lot to get from Algebra to Calculus, or mentioning it briefly once and never again.
What a beautiful video covering introduction to derivatives. My calc teacher just showed me the derivative formula and I just followed without really understanding it analytically. Thanks!
If you're just typing, rather than using a mathematical typesetting system, you should know that there is a Unicode character for the minus sign THAT MATCHES THE + SIGN, which is different from the hyphen you get by just typing '-' on your keyboard.
Hey, just yesterday I was thinking of ya and wondering what you were up to! Also, this is such a nicer explanation than what I had back in high school, when I was bumbling around, almost failing Calculus!
I was hoping you’d discuss L’Hopital’s rule in this video. If calculus motivates us to certain “absurd quotients”, then L’Hopital’s rule is going the other direction: giving an absurd quotient meaning through calculus.
I actually regret not just blanking them out. They were a bit distracting because they had moving parts, pulling the eye from the main event, but the feedback I have gotten is that the blurred area isn't much better. So, I will probably just blank it out next time. :)
Gracias! Una milla son aproximadamente 1.6 km :) Es un poquito estrano, yo se, pero es la unidad de medidad normalmente usado para distancia en los estados unidos.
![The Most Useful Curve in Mathematics [Logarithms]](http://i.ytimg.com/vi/OjIwCOevUew/mqdefault.jpg)
THANK YOU for being here!
Whoops. At @10:16, I said "Two!" and meant "One!" There's always something. :)
"at at 10:16"
@@connorconnor2421 @.@
@@connorconnor2421 , your name is written twice, too! 😋
@@JivanPal double the n's, double the name™™™
I took trigonometry and calculus ih high school, and was never once taught that the tangent of a function could be determined through calculus. This helped illustrate that calculation to me a lot. Calculus really started to confuse me, and now I see that confusion was probably either due to the curriculum skipping over a lot to get from Algebra to Calculus, or mentioning it briefly once and never again.
What a beautiful video covering introduction to derivatives. My calc teacher just showed me the derivative formula and I just followed without really understanding it analytically. Thanks!
amazing quality video and content keep making more please they are really enjoyable and very good explanation on the subjects! JUST FENOMENAL!
If you're just typing, rather than using a mathematical typesetting system, you should know that there is a Unicode character for the minus sign THAT MATCHES THE + SIGN, which is different from the hyphen you get by just typing '-' on your keyboard.
Similarly, there's a prime sign, that is distinct from the apostrophe.
Hey, just yesterday I was thinking of ya and wondering what you were up to!
Also, this is such a nicer explanation than what I had back in high school, when I was bumbling around, almost failing Calculus!
Great explanation!
Hello. I’m glad you’re back. Is everything now finished so that you could upload much more regularly? 🙂
Getting there. Kids aren't quite back in school yet, but this year, they're not doing remote learning, so there's that!
I was hoping you’d discuss L’Hopital’s rule in this video. If calculus motivates us to certain “absurd quotients”, then L’Hopital’s rule is going the other direction: giving an absurd quotient meaning through calculus.
Why are the functions in desmos blurred?
I actually regret not just blanking them out. They were a bit distracting because they had moving parts, pulling the eye from the main event, but the feedback I have gotten is that the blurred area isn't much better. So, I will probably just blank it out next time. :)
Would you consider a different channel name? It's currently very difficult to find you by searching the name, unfortunately.
I.... yeah, my search engine optimization is pretty low. Ugh. But it is such a perfect name!
For the table at around 10:00, what you meant was f(t+Δt) rather than f(t) = t, right? It confused me for a bit.
thanks!
Interesting video
Que chucha es una milla, buen video por si acaso.
Gracias! Una milla son aproximadamente 1.6 km :) Es un poquito estrano, yo se, pero es la unidad de medidad normalmente usado para distancia en los estados unidos.
@@TheTaylorSeries Si lo sé, simplemente era para gastar la broma jajaj. Saludos!
Nice :)