Hyperbolic Functions - Derivatives

In this video, I show the formulas for the derivatives of the hyperbolic functions and find a few derivatives.

[lifeatpaddyspub]

I love this video Patrick sounds legitimately exhausted he hates hyperbolic functions just as much as the rest of us haha

[Theprofessional]

You have gotten me through Pre-Calc and Calc 1. Thank you so very much. Hopefully I'll be seeing more as I do Calc 2 and 3 and diff eq.

[AnthonyGosal]

For those who are watching with annotations disabled:
d/dx of sechx= -sechxtanhx, not -sechxcothx

[IRWizrd]

the thumbnail for this video is nuts!

[kentuckywoods]

It is a great feeling to be very confused when reviewing the section on your own, and then, after watching a half hour of your videos, understanding the section very well. You are doing a wonderful thing.

[thebluebeyond]

Thank You. I was busy panicking because of the new notations but I'm confident I will ace my exam.

[JayTekken]

Thanks again, late night studying too, you really helped.

[dongballeabdulrazakabdulla]

absolutely the best video i have watched

[ICE-ldtz]

Those who keep on complaining that "pat, you should have said/pronounced it as this instead of that like i do?, pat why didn't u just make it as blah blah blah?"

Bruh you should've made your own video
we all have different styles in solving.😒

[patrickjmt]

@teejmd91 ahhh, yes, thank ya very much! it is fixed, finallY!

[mrbehave]

thanks for the video mate..because i have this bad habit of skipping classes that's why i have to self-study my self..tnx 4 this.made it easier..I guess since you're here just gonna skip my class again.. :P

[patrickjmt]

@mypinkdollprincess glad you like them : )

[parkerd]

Isn't the derivative of sech(x) = -sech(x)tanh(x) ?

[KingMald]

My Calculus Professor: If you do not get any method or step that I explained, go to youtube and watch PatrickJMT.

Me( with hands in air): YES!

[mypinkdollprincess]

I'm having so much fun watching these vids. Thanks for helping me out!

[patrickjmt]

@quareshmuah this is not cosine. it is hyperbolic cosine. (see the H)? it has nothing to do with cosine.

[BombDaBase]

I thought product rule at the end is u(d/dx(v)) + v(d/dx(u)). Does it matter that you did it basically the opposite way?

[blablataproductions]

👉👉 Derivative of sechx is equal to -sechxcothx or -sechxtanhx???

[teefinyomouf]

have you ever heard of the terms sinch, cosh, and tanch instead of saying hyberbolic?

[kingh]

That's weird. I'm London we pronounce it shine and coshine. Never made slot of sense but it's fun none the less xD.