Derivative rules ch2
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This document provides the basic derivative rules from Chapter 2. It lists various expressions and their derivatives on subsequent slides, including the derivatives of sums, products, quotients, composite functions, powers, trigonometric functions like sine, cosine, tangent, cotangent, secant and cosecant, and constants. The derivatives covered are: du/dv, df(g(x))/dx, dn/dx, d/dx cot(u), d/dx cu, d/dx tan(u), d/dx (u*v), d/dx c, d/dx cos(u), d/dx sec(u), dx/dx, and d/dx csc(
Derivative rules ch2
- 1. Ch 2 Derivative Rules
- 2. The following slide show contains the basic derivative rules from Chapter 2. There will be more later in the course. You are first given the expression, followed its derivative on the next slide.
- 3. Differentiate d u v dx
- 4. u v v u
- 5. Differentiate d sin u dx
- 6. cos u u
- 7. Differentiate d u dx v
- 8. v u u v 2 v
- 9. Differentiate d f(g(x)) dx
- 10. f (g(x)) g (x)
- 11. Differentiate d n u dx
- 12. n 1 n u u
- 13. Differentiate d cot u dx
- 14. 2 csc u u
- 15. Differentiate d c u dx
- 16. c u
- 17. Differentiate d tan u dx
- 18. 2 sec u u
- 19. Differentiate d u v dx
- 20. u v
- 21. Differentiate d c dx
- 22. 0
- 23. Differentiate d cos u dx
- 24. sin u u
- 25. Differentiate d sec u dx
- 26. sec u tan u u
- 27. Differentiate d x dx
- 28. 1
- 29. Differentiate d csc u dx
- 30. csc u cot u u
- 31. The End