1. Transcendental Functions: Exponents with Bases other than e and inverse Trig functions
By: Uma Raman, Azra Ariff, Jennifer Oh, Christine Kweon, and Cindy Ryanto

2. Recap: Properties of Exponents

3. Properties of Bases Other than E

4. Derivatives of Bases other than E

5. Log with bases other than e
Converting between Log and Exponential Form:
Log with Bases Other Than e:

6. Example Finding the Derivative of Exponential Functions
Finding the Derivative of Logarithmic Function

7. Integration of Bases other than E

8. Example

9. Evaluating Inverse Trig Functions
Finding the inverse of a trig function means find the angle at which the trig function value is true. For example
Is the same as saying
At π/6 the value of sin is -1/2. Therefore the arcsin(-1/2) is π/6

10. Derivatives of Inverse Trig Functions

11. Example

12. Integrals of Inverse Trig Functions

13. Example

14. Example

15. Outside Resources for Trig Functions
city.k12.oh.us/wordpress/apcalc0910/2009/12/15/section-5-5-bases- other-than-e/
world.com/Mathematics/AP%2520Cal%2520AB/Korpi's%2520notes%2520onl ine/5.5.pdf+integration+of+bases+other+than+e&hl=en&gl=us&pid=bl&src id=ADGEESjVnFVIbRph- z_7k_EilJAWU5a4O9O5qSgkwTjzTBC1ductsc5h8KtylJt- XpCfoEKvVqdgNMp_R09edM04ZmPqBNTGW- 9c3ckij_YXD6OiPCsKZMvf8fQ32MMhxdC2oR5H18IF&sig=AHIEtbQY56- PTYxiagIX-_JBKjxHix7dbQ
trigonometric-forms.php