Differential And Integral Calculus By Feliciano And Uy Chapter — 4 Upd

Ensure that the remaining part of the integrand can construct , matching the derivative of your chosen up to a constant multiplier. 3. Integration of Trigonometric Functions

To determine if a critical point is a max or a min, analyze the sign of the derivative $f'(x)$ around the critical number $c$: Ensure that the remaining part of the integrand

Chapter 4 assumes mastery. If you still struggle with the chain rule or product rule, stop. Go back. You cannot solve a related rates problem if you freeze up when differentiating ( \sin(x^2) ). Ensure that the remaining part of the integrand