Textbook: Calculus Early Transcendentals, 3rd edition, [Hardcover] by Briggs, Cochran, Gillet, Schulz (published by Pearson/MyLab)
I reserve the right to change this
schedule
at any time.March 21st is the last day
to drop with DR
Tuesday |
Thursday |
January 11th review of substitutions Quiz0 Sections 5.1, 5.2 : areas as limit |
January 13th Section 5.3, 5.4: Fundamental Theorem of calculus (Part II) |
January 18th Quiz 1. Section 5.4: Fundamental Theorem of calculus (Part I) Section 5.5: substitution rule |
January 20th Section 7.1: Logarithmic and exponential functions Section 6.1 Applications of integrals to : velocity |
January 25th Quiz 2 Sections 6.2, 6.3 Applications of integrals to : areas, volumes |
January 27th Sections 6.2, 6.3 volume by slicing or cylindrical shells |
February 1st Quiz 3 Sections 6.5, 6.6 Applications of integrals to arc lenths and area of surface of revolution |
February 3rd Section 8.1: Basic integration formula Section 8.2: integration by parts |
February 8th Quiz 4 Sections 8.3: integrating trigonometric functions Section 8.4: Trigonometric substitutions |
February 10th Exam1 |
February 15th Quiz 5 Section 8.5 Integrating rational functions Partial Fraction decomposition |
February 17th Trigonometry review: polar coordinates Section 8.9: Improper Integrals Section 12.1: parametrization of plane curves |
February 22nd Quiz 6 Section 12.2: polar coordinates |
February 24th Sections 12.3: arc length, area of polar curves |
March 1st Spring Break |
March 3rd Spring Break |
March 8th Quiz 7 Section 10.1, 10.2: Sequences |
March 10th Section 10.3, 10.4: infinite series, divergence and integral tests |
March 15th Quiz 8 Section 10.5 Comparison tests |
March 17th Exam2 |
March 22nd Quiz 9 Sections 10.6: The alternating series test |
March 24th Section 10.7:10.8: The ratio and tests, |
March 29th Quiz 10 Section 11.1: Approximating functions with polynomials |
March 31st Section 11.2: properties of Power series |
April 5th Quiz 11 Section 11.3 Taylor series |
April 7th Section 11.4 working with Taylor series |
April 12th review of series: chapters 10, 11 |
April 14th Exam3 |
April 19th Section 8.8 Numerical integration, Simpson's rule |
April 21st Review |
April 26th Final's week. Check FIU schedule |
April 28th |