Derivatives of Trig Functions (Sin, Cos, Tan) in Calculus - [1-4]

In this lesson, you will learn how to take the derivative of trig functions in calculus. The derivative is the slope of the line tangent to the curve. What we will find is that the derivative of the sine function is equal to the cosine function. This is because sin and cos are related functions and only differ by a phase shift. We will also learn the derivatives of other functions such as tangent, cotangent, secant, and cosecant.
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[@CliffordMorris-ls9lc]

Jason always has something useful to explain. Even when the questions become messy his explanations are lucid. The guy is a treasure. Thanks Jason . You are brilliant!

[@tsoprano4891]

Greatest math teacher in history-hands down. I failed math in high school, couldn’t grasp it, took some logic courses, did okay, but this is the real deal right here. No one on this planet outlines the concept the way you do.

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[@MathAndScience]

Such a nice comment! Thank you so much!

[@user-oc4bm5hr9x]

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Happy new year my incredible teacher!!!

[@JacklineNamazzi]

Thanks so much for puting more light on those derivatives

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[@CliffordMorris-ls9lc]

Uticus . You did not see that this term ie the middle term is not involved in the reorganization . The x squared was extracted from the other two terms.

[@user-oc4bm5hr9x]

Best BRILLIANT teacher

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Happy New year.👍

[@MathAndScience]

Nappy new year to you as well!

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THANK YOU... SIR...!!!

[@uiticus]

on timeline 33:21 you have 3 terms. How can you factor out an X squared from the middle term which does not have an X squared

[@tseckwr3783]

Thanks again for another college refresher...

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Welcome!

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Happy new year

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Hi sir can you please make a video on truss analysis? [ method of joints and sections)

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[@ahmedalmedel4106]

Waht calculus3