|
|
|
Theme |
Goals |
2nd Semester |
3rd Quarter |
1st |
Definite Integral Integration bySubistitutions and Parts |
|
2nd |
Integration by Parts, Integration of Trigonometric Functions Quadrature, Riemann Sum and Definite Integral |
|
3rd |
Area and Volume
|
|
4th |
Volume of Solids of Revolution Curve Length |
|
5th |
Area of Surfaces of Revolution Higher Derivatives |
|
6th |
Acceralation, Rolle's Theorem and Mean-value Theorem L'Hôpital's Rule |
|
7th |
Concavities and Inflection Points of Curves Parametric Curves |
|
8th |
Exam |
|
4th Quarter |
9th |
Approximation by Polynomials and Series |
|
10th |
Euler's Formula Parametric Curves |
|
11th |
Parametric Curves Curves of Polar Coordinates |
|
12th |
Curves of Polar Coordinates Improper Integral |
|
13th |
Integral and Rate of Change Quadrature and Numerical Integration |
|
14th |
Integration and Inequality Definition of Differential Equations |
|
15th |
Separable Differential Equations Problem Session |
|
16th |
Exam |
|