Applied Calculus II
Applied Calculus is a college-level course designed for high achieving students who plan to further their education. The following topics will be covered in Applied Calculus II: Anti-Differentiation, the Fundamental Theorem of Calculus, Functions in Two Variables, Partial Derivatives and Lagrange Multipliers. In addition to these topics, we will also review other areas that are necessary for success in Calculus. Our focus for these topics will come from the recommended curriculum of the University of Cincinnati mathematics department.
**Absence must be EXCUSED to receive credit for work not turned in on the due date. Or it can be submitted through Google classroom prior to your assigned class period on the day of absence. **
GOOGLE CLASSROOM LINK: gfucd2i
**Absence must be EXCUSED to receive credit for work not turned in on the due date. Or it can be submitted through Google classroom prior to your assigned class period on the day of absence. **
GOOGLE CLASSROOM LINK: gfucd2i
Class Notes
| applied_calculus_ii_exam_review_5-18.pdf |
| applied_calculus_ii_exam_review_5-17.pdf |
| applied_calculus_ii_exam_review_5-16.pdf |
| applied_calculus_ii_exam_review_5-13.pdf |
| applied_calculus_ii_exam_review_5-12.pdf |
| area___volume_practice_5-9.pdf |
| solids_of_revolution_practice_5-5.pdf |
| solids_of_revolution_about_alternate_axes_5-4.pdf |
| solids_of_revolution_5-3.pdf |
| solids_of_revolution_intro_5-2.pdf |
| area_of_regions_applications_review_4-29.pdf |
| area_of_regions_applications_4-28.pdf |
| area_of_regions_applications_4-27.pdf |
| area_of_regions_applications_intro_4-26.pdf |
| area_of_regions_practice_4-25.pdf |
| area_of_regions_4-22.pdf |
| area_of_regions__with_y__4-21.pdf |
| area_of_regions__with_x__4-20.pdf |
| transcendental_integration_review_4-19.pdf |
| transcendental_integration_review_4-18.pdf |
| inverse_trig_integrals_practice_4-14.pdf |
| inverse_trig_integrals_4-13.pdf |
| trig_integral_practice_4-12.pdf |
| advanced_trig_integrals_4-11.pdf |
| trigonometric_integrals_practice_4-8.pdf |
| trigonometric_integrals_4-7.pdf |
| logarithmic___exponential_integral_practice_4-6.pdf |
| logarithmic___exponential_integral_practice_4-5.pdf |
| general_exponential_integrals_4-4.pdf |
| logarithmic___exponential_integrals_4-1.pdf |
| integration_review_3-30.pdf |
| integration_review_3-29.pdf |
| mean_value_theorem_for_integrals_3-28.pdf |
| mean_value_theorem_for_integrals_3-17.pdf |
| integration_practice_3-16.pdf |
| integration_practice_3-15.pdf |
| integration_by_substitution_3-14.pdf |
| indefinite_integrals_3-11.pdf |
| fundamental_theorem__definite_integrals__3-10.pdf |
| antiderivatives_3-9.pdf |
| riemann_sums_review_3-8.pdf |
| riemann_sums_review_3-7.pdf |
| definite_integrasls___area_3-4.pdf |
| area_using_riemann_sums_3-3.pdf |
| area_using_riemann_sums_3-2.pdf |
| summation_rules_2-28.pdf |
| estimating_area_using_riemann_sums_2-25.pdf |
| estimating_area_using_riemann_sums_2-24.pdf |
| related_rates_review_2-22.pdf |
| related_rates_practice_2-17.pdf |
| related_rates_practice_2-15.pdf |
| related_rates_2-14.pdf |
| intro_to_related_rates_2-11.pdf |
| motion_of_a_particle_2-10.pdf |
| motion_of_a_particle_2-9.pdf |
| rates_of_change_2-8.pdf |
| rates_of_change_2-4.pdf |
| optimization_practice_2-3.pdf |
| optimization_practice_2-2.pdf |
| optimization_practice_2-1.pdf |
| optimization_practice_1-31.pdf |
| optimization__1-27.pdf |
| intro_to_optimization_1-26.pdf |
| 1st___2nd_derivative_tests_review_1-24.pdf |
| end-point_extrema_1-21.pdf |
| 2nd_derivative_test_1-20.pdf |
| 2nd_derivative_test_1-19.pdf |
| 1st___2nd_derivative_tests_graphically_1-14.pdf |
| 2nd_derivative_test_graphically_1-13.pdf |
| 1st_derivative_test_review_1-12.pdf |
| mvt___1st_derivative_test_review_1-11.pdf |
| 1st_derivative_test_on_graphs_1-10.pdf |
| 1st_derivative_test_practice_1-6.pdf |
| 1st_derivative_test_1-5.pdf |
| 1st_derivative_test_1-4.pdf |
| intro_to_1st_derivative_test_1-3.pdf |
