San Antonio, Texas

Spring 2007 - Calculus II

Schedule of Lectures

Note: this schedule is only approximate and will be updated irregularly.

DateTopicTextbook Sections
1/10Solids of revolution: volumes6.2, 6.3
1/12Solids of revolution: volumes (cont.) and surface areas6.3, 6.4
1/17Class cancelled
1/19Integration by substitution (review) and integration by parts7.2, 7.3
1/22Trigonometric integrals7.4
1/24Derivatives and integrals of inverse trigonometric functions6.8
1/26Trigonometric substitution7.6
1/29Integration via partial fractions7.5
1/31Integration via partial fractions (cont.), quadratic polynomials in integrals7.5, 7.7
2/2Improper integrals7.8
2/5Midterm 1 Q&A sessionChapters 6, 7
2/7Introduction to ordinary differential equations (ODEs)8.1
2/9Introduction to ODEs (cont.)8.1, 8.2
2/12Separable ODEs8.3
2/14First order linear ODEs8.4
2/16The logistic equation8.5
2/19The logistic equation (cont.)8.5
2/21Second order linear ODEs8.6
2/23Second order linear ODEs (cont.)8.6
2/26Mechanical vibrations8.7
2/28Midterm 2 Q&A sessionChapter 8
3/2Sequences and series10.2, 10.3
3/5Sequences and series (cont.)10.2, 10.3
3/7Sequences and series (cont.)10.2, 10.3
3/9Convergence tests I: the integral test10.5
3/19Convergence tests II: comparison tests10.6
3/21Absolute and conditional convergence of series10.7
3/23Convergence tests III: the ratio and root tests10.7
3/26Power series10.8
3/28Power series (cont.), Taylor series and Taylor polynomials10.8, 10.4
3/30Taylor series and Taylor polynomials (cont.)10.4
4/2Midterm 3 Q&A sessionChapter 10
4/4Power series solutions to ODEs10.10
4/9Introduction to vectors in R2 and R311.1, 11.2
4/11The dot and cross products11.2, 11.3
4/13The dot and cross products (cont.), lines and planes in R311.3, 11.4
4/16Lines and planes in R3 (cont.)11.4
4/18Matrices and matrix operations11.6
4/20Matrix operations (cont.)11.6
4/23Matrices and linear systems11.5
4/25Wiggle room??
4/27Final ReviewChapters 6, 7, 8, 10, 11

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