How to learn differentiation?

Question

I am having a confusion in learning differentiation. Can you please point me to some video tutorials which explains differentiation basics clearly for beginners?

Answer 1

I recommend the tutorials and videos available at The Khan Academy; very detailed, thorough, every step of the way.

The link provided will take you to "calculus" listings of topics and tutorials. They're about 10 minutes in length, each, and you can go through them at your own pace and time preference.

I believe the site also allows you to register to engage with practice problems, progress checks, etc.

$\color{darkblue}{Caveat}$: "Watching" math will only go so far; you need to USE what you're learning to know it inside out! So be sure to make a point of "applying" what you're learning through the video tutorials!

Answer 2

Youtube.com/professorelviszap Make sure you learn the calculus rap.

Answer 3

I might also point out that coursera currently has a course on introductory calculus being taught by Dr. Fowler from Ohio State University. I think he does a very good job, and he's just now getting to the idea of derivatives.

There are also discussion forums (built on a stackexchange engine) for the site too.

Answer 4

you know what... differentiation and integration is like a knife... you need to sharpen it. the same is through with you. first, learn all the formulas and you also have to have a good foundation with algebra for the complex functions.... then solve and solve problems... spend hours each day doing this... you will master it. when you see a function in exams, you'll be surprise that differentiating it comes so natural and smooth.

tip: to make the task fun, listen to your iPod while practicing your differentiation. :)

Answer 5

I would suggest using wiki (http://en.wikipedia.org/wiki/Numerical_differentiation/ http://en.wikipedia.org/wiki/Numerical_integration). Numerical solutions gives you the basics in detail and you know how to utilize them in real world. This should clear your confusions. See also the 'see also' sections of these topics.