Calculus 1: Lecture 2.5 Implicit Differentiation

This is a real Calculus 1 classroom lecture. In this class I covered section 2.5 which is on Implicit Differentiation.

I hope this video helps someone:)

[MiguelB]

You make math so fun, I am always looking forward to study with your videos!

[michaelrobinson]

Your students are great, grasping implicit differentiation that quickly. Took me a while to even understand the function notation.

[Motherclucker]

I’m so thankful for these lecture videos. They’re explained so much better than my professors. I’m actually starting to understand calculus! Thank you so much!

[michaelrobinson]

When you purposefully forget negatives etc to engage the class, reminds me of gil strang, excellent

[hephestus]

I got test in few hours and teacher is just a lifesaver.. best teacher!

[lolzaloud]

Definitely the most confusing part of my paper. This has helped a tonne! Would have loved a quotient rule example but I can figure that one out now hopefully.

[ajjenga]

to better explain why dx/dx is one think of it as "How fast is x changing compared to x?" so...if x increases by 3 (for example), how fast is x changing?...that answer is 3. SO the ratio is one.

[gabrielberger]

When taking the derivative of 3x^2 with respect to x (d/dx(3x^2)), you write 6x dx/dx.

I understand writing dy/dx when taking the derivative of a y-term with respect to x because of the chain rule --> does the same logic apply when you take the derivative of an x-term with respect to x, with dx/dx just equaling 1?

[georgettebeulah]

I can understand and relate what you mean and say but wish to see more video and hope to understand more but wish to see more but thank you.

[johubify]

Wonderful lecture as always!


By the way Sir, you look alot like Jeff Bezos!
(P.S:He originally choosed to do a Mathematics major, but then he switched to Computer Science after seeing a tough Differential Equation)

[iyoukjuyoui]

Does the derivative of ( -y ) is ( -y' ) ?'

[uniform]

my evil professor used neg exponents hahaha

[hawkeye_thetacokola]

😂why does he keep saying “if you want to overcomplicate it “ . In math simple is most preferred 😅. Regardless though your a captivating teacher🎉