Review sheet for
final exam (includes sample problems)
Practice Final (from
last year)| Monday |
Wednesday |
Friday |
| 2:30 - 3:30 |
2:30 - 3:30 |
9:30 - 10:30 |
| Date | Day | Sections and material covered | Homework assignment | Suggested homework (not for credit) |
||
| 1/17 |
W |
Introduction and review. |
Log in to WeBWorK,
and change your
password. WeBWorK set 1552_1 (due 1/19) WeBWorK set 1552_2 (due 1/20) WeBWorK set 1552_3 (due 1/22) WeBWorK set 1552_4 (due 1/24) |
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| 1/22 |
M | Quick review of integration and
substitution rule. 7.1: Integration by parts. 7.2: Some trig integrals. |
WeBWorK
set 1552_5 (due 1/26) WeBWorK set 1552_6 (due 1/27) |
7.1: Read
Examples 1 through 5. Exercises 1, 7, 15. |
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| 1/24 |
W |
Help with homeworks 5 and 6. 7.2: Trig integrals. 7.3: Trig substitution. |
WeBWorK
set 1552_7 (due 1/29) WeBWorK set 1552_8 (due 1/31) |
7.2: 1,
3, 7. 7.3: 3, 5. |
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| 1/29 |
M | 7.4: Partial fractions. 7.7: First look at numerical integration. |
WeBWorK
set 1552_9 (due 2/2) WeBWorK set 1552_10 Problems 1, 2 (due 2/3) |
7.4: 1,
11, 25. |
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| 1/31 |
W |
7.7: Midpoint rule, trapezoid
rule, Simpson's rule. Error bound for trapezoid rule. 7.8: Improper integrals. |
WeBWorK
set 1552_10 Problem 3 (due 2/3) WeBWorK set 1552_11 Problems 1, 2, 3 (due 2/9) |
7.7: 29. |
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| 2/5 |
M | 7.8: Improper integrals of type
1 and 2. Comparison test for improper integrals. 12.1: Cartesian geometry. |
WeBWorK
set 1552_11 Problem 4 (due 2/9) WeBWorK set 1552_12 (due 2/9) WeBWorK set 1552_13 (due 2/12) |
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| 2/7 |
W |
Exam 1 |
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| 2/12 |
M | 12.2: Vectors -- components,
addition and scalar multiplication. 12.3: Dot product. |
WeBWorK
set 1552_14 (due 2/12) WeBWorK set 1552_15 (due 2/14) WeBWorK set 1552_16 Problems 2, 3 (due 2/16) |
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| 2/14 |
W | 12.3: Dot product, angle between
vectors. Projections. 12.4: Cross product. |
WeBWorK
set 1552_17 (due 2/23) WeBWorK set 1552_18 (due 2/24) WeBWorK set 1552_19 (due 2/26) |
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| 2/19 |
M |
Mardi Gras Holiday |
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| 2/21 |
W |
Mardi Gras Holiday | ||||
| 2/26 |
M | 12.4: Properties of cross
product. Area of parallelogram, volume of parallelopiped.
Sign of scalar triple product, direction of cross product. 12.5: Vector, parametric and symmetric equations of a line in 3-space. Equation of a plane. |
WeBWorK
set 1552_20 (due 2/28) WeBWorK set 1552_21 (due 2/28) WeBWorK set 1552_22 (due 3/02) |
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| 2/28 |
W | 12.5: Intersections of: 2 lines,
a line and a plane, 2 planes. Distance of a point to a line or
plane. |
WeBWorK
set 1552_23 (due 3/03) WeBWorK set 1552_24 (due 3/05) |
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| 3/5 |
M | 12.6: Review of conic
sections. Quadric surfaces. |
WeBWorK
set 1552_25 (due 3/07) WeBWorK set 1552_26 (due 3/09) |
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| 3/7 |
W | 10.1: Parametric curves.
Parametrization of line segments, circles, ellipses. 10.2: dy/dx for parametric curves. Horizontal and vertical tangents. |
WeBWorK
set 1552_27 (due 3/10) WeBWorK set 1552_28 (due 3/14) |
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| 3/12 |
M | Exam 2 |
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| 3/14 |
W | 10.2: Concavity of parametric
curves. Parametric curve-sketching using derivatives. 10.3: Polar coordinates. First look at polar graphs. |
WeBWorK
set 1552_29 (due 3/16) WeBWorK set 1552_30 (due 3/16) WeBWorK set 1552_31 (due 3/17) |
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| 3/19 |
M | 10.3: Polar graphs, calculus of
polar graphs. 10.4: Area inside polar graphs. |
WeBWorK
set 1552_32 (due 3/21) WeBWorK set 1552_33 (due 3/23) [not Q2] |
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| 3/21 |
W | Help with homework 33. 11.1: Sequences, limits of sequences. Bounded monotone sequences. 11.2: Series and partial sums. Telescoping series. |
WeBWorK
set 1552_34 (due 3/24) WeBWorK set 1552_35 (due 3/26) |
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| 3/26 |
M | 11.1: Limit laws. 11.2: Geometric series, nth term test for divergence. 11.3: The harmonic series. |
WeBWorK
set 1552_36 (due 3/26) WeBWorK set 1552_37 (due 3/28) WeBWorK set 1552_38 (due 3/30) |
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| 3/28 |
W | 11.3: The integral test,
p-series. 11.4: The direct and limit comparison tests. |
WeBWorK set 1552_39 -- SKIP #2 (due 4/9) | |||
| 4/2 |
M |
Spring Break |
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| 4/4 |
W |
Spring Break |
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| 4/9 |
M | 11.5: Alternating series test
and alternating series estimation. 11.6: Ratio test. |
WeBWorK
set 1552_40 (due 4/13) WeBWorK set 1552_41 (due 4/13) WeBWorK set 1552_42 (due 4/18) |
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| 4/11 |
W | Exam 3 |
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| 4/16 |
M | 11.6: Ratio test, absolute and
conditional convergence. 11.8: Power series. |
WeBWorK
set 1552_43 (due 4/18) WeBWorK set 1552_44 -- SKIP #1, #2 (due 4/20) |
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| 4/18 |
W | 11.8: Radius and interval of
convergence of power series. 11.9: Functions represented by power series. 11.10: Maclaurin series of sin x and cos x. |
WeBWorK
set 1552_45 (due 4/20) WeBWorK set 1552_46 (due 4/23) |
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| 4/23 |
M | 11.10: Taylor and Maclaurin
series. Taylor series of ln x at a=1. Sin x, cos x, and e^x are equal to their Taylor/Maclaurin series. |
WeBWorK
set 1552_47 (due 4/27) WeBWorK set 1552_48 (due 4/28) |
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| 4/25 |
W | Help with homeworks. 11.10: Taylor and Maclaurin polynomials. 11.11: The binomial series. |
WeBWorK
set 1552_49 (due 4/30) |
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| 4/30 |
M | 13.1: Vector-valued functions. 13.2: Velocity vector, tangent line. 13.3: Arclength. 14.3: Partial derivatives. |
WeBWorK
set 1552_50 (due 5/2) WeBWorK set 1552_51 -- SKIP #1, #3 (due 5/2) WeBWorK set 1552_52 (due 5/3) |
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| 5/2 |
W | Review for Final |
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| 5/8 |
T |
FINAL EXAM
(5:30pm
- 7:30pm) |