Basic Differentiation Rules For Derivatives
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- Опубликовано: 19 ноя 2018
- This calculus video tutorial provides a few basic differentiation rules for derivatives. It discusses the power rule and product rule for derivatives. It also explains how to find the derivative of trigonometric functions, exponential functions, and natural logarithmic functions.
Derivatives - Fast Review:
• Calculus 1 - Derivatives
Derivatives - The Product Rule - f*g:
• Product Rule For Deriv...
Derivatives - The Quotient Rule:
• Quotient Rule For Deri...
Derivatives - The Chain Rule:
• Chain Rule For Finding...
Derivatives - Composite Functions:
• Derivatives of Composi...
__________________________________
Implicit Differentiation:
• Implicit Differentiation
Derivatives of Inverse Trig Functions:
• Derivatives of Inverse...
Derivatives of Exponential Functions:
• Derivatives of Exponen...
Derivatives of Logarithmic Functions:
• Derivative of Logarith...
Logarithmic Differentiation:
• Introduction to Logari...
___________________________________
Derivatives - Using Logarithms:
• Finding Derivatives Us...
Derivatives of Inverse Functions:
• Derivatives of Inverse...
Derivatives - Differentiation Rules:
• Basic Differentiation ...
Derivatives - Function Notations:
• dy/dx, d/dx, and dy/dt...
Derivatives - The Reciprocal Rule:
• The Reciprocal Rule an...
_________________________________
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For sin and cos it cycles, sin switches functions. Cos switches sign and function. Integrals go the opposite direction on that cycle.
For tan, cot, sec, csc, draw a 3x2 chart:
➡️Sec ... Sec... Tan⬅️
➡️Csc... - Csc... Cot⬅️
Now go from one side to the other. Start with what you have, and finish the row. If you have only Sec, it's deriv is left to right to finish that row or SecTan.
If you have Cot you start at the right and go left -csc•csc = - csc².
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