Integration by Substitution
Thus the derivative of an exponential function is . In the special case where the base is since the derivative rule becomes . To generalize, if is a differentiable function of with the use of the Chain Rule the above derivatives take the general form . And if . Derivatives of Exponential Functions. Example 9: Find the derivative of . Solution: ................
................
To fulfill the demand for quickly locating and searching documents.
It is intelligent file search solution for home and business.
Related searches
- solve by substitution calculator
- solving systems by substitution pdf
- solving systems by substitution examples
- system of linear equations by substitution calculator
- solving systems by substitution worksheet
- solve the system by substitution calculator
- solving systems by substitution kuta
- solving equations by substitution calculator
- elimination by substitution calculator step by step
- solving equations by substitution worksheets
- algebra solve by substitution calculator
- solving systems of equations by substitution kuta