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Math 247 WINTER 2007, List of lectures
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On this page I will post content of all lectures with reference to the
book. All handouts also will be posted here.
Monday, January 8: The Area Problem; area under parabola. Section 6.1.
Tuesday, January 9: Sigma notation for sums.
Section 6.1. Here is homework!
Wednesday, January 10: Riemann sums and Riemann integral.
Section 6.1.
Friday, January 12: Geometric interpretation of integral. Properties
of integral. Section 6.1. We will have QUIZ next Friday!!!
Tuesday, January 16: Problem solving session.
Wednesday, January 17: Fundamental Theorem of Calculus. Section 6.2.
New homework!
Friday, January 19: Indefinite integrals; table of antiderivatives.
Section 6.2. We had
quiz1 today; here are the
solutions.
Monday, January 22: Definite Integrals. Fundamental Theorem of Calculus.
Section 6.2. We will have QUIZ on Friday!!!
Tuesday, January 23: Problem solving session.
Wednesday, January 24: Applications of integration. Section 6.3.
New homework!
Friday, January 26: The Substitution Rule.
Section 7.1. We had
quiz2 today; here are the
solutions.
Monday, January 29: More on the Substitution Rule. Section 7.1.
We will have MIDTERM on Friday!!!
Tuesday, January 30: Problem solving session. Here are the
Review Problems for the midterm!
Wednesday, January 31: Examples for the Substitution Rule. Section 7.1.
Solutions for the review problems!
New homework!
Friday, February 2: We had
Midterm I today; here are the
solutions.
Monday, February 5: Integration by parts. Section 7.2.
Tuesday, February 6: Problem solving session.
Wednesday, February 7: More integration by parts; some rational functions.
Sections 7.2-7.3. New homework!
Friday, February 9: Integration of rational functions. Partial fractions.
Section 7.3.
Monday, February 12: Integration of rational functions and long division.
Section 7.3. We will have QUIZ on Friday!!!
Tuesday, February 13: Problem solving session.
Wednesday, February 14: Integration of partial fractions with quadratic factors
in denominator. Section 7.3. New homework!
Friday, February 16: Improper integrals. Section 7.4. We had
quiz3 today; here are the
solutions.
Monday, February 19: More of improper inegrals. Section 7.4.
Tuesday, February 20: Problem solving session.
Wednesday, February 21: Improper integrals with unbounded functions.
Numerical integration: the Midpoint Rule. Sections 7.4-7.5.
New homework!
Friday, February 23: Numerical integration: the Trapezoidal Rule. Section 7.5.
Monday, February 26: Tables of integrals. Section 7.6.
We will have MIDTERM on Friday!!! Here are the
Review Problems for the midterm!
Tuesday, February 27: Problem solving session.
Wednesday, February 28: Taylor formula. Section 7.7.
Solutions for the review problems!
New homework!
Friday, March 2: We had
Midterm II today; here are the
solutions.
Monday, March 5: First look at Differential Equations. Section 8.1.
Tuesday, March 6: Problem solving session.
Wednesday, March 7: Linear autonomous equations. Section 8.1.
Last homework!
Friday, March 9: Autonomous equations with quadratic right hand side.
The logistic equation. Section 8.1. Here are the
Review Problems for the final!
Monday, March 12: General separable differential equations. Stability.
Sections 8.1-8.2. We will have EVALUATIONS on Wednesday. Thus
homework is extended till Friday.
Tuesday, March 13: Problem solving session.
Wednesday, March 14: Examples for stability. The Levins model. Section 8.2.
Friday, March 16: Review. Here are the solutions
for the review problems! We will have an additional review session on Tuesday, 5pm,
Deady 3.
THE END