Exam 1 Tuesday,
September 18
This no-calculator exam will cover the basic skills of differentiation
and integration. It is
important that these skills be learned, so it is required that everyone
obtain at least 75% on
this test. Those who don’t will receive temporary zeros and have
several opportunities for
retakes (on which the only possible scores are 75 or 0).
Exam 1 retake #1: Wednesday, Oct 3, 10:00 - 10:50 in 2271 Rood.
Exam 1 retake #2 (last chance): Wednesday, Oct 17, 10:00 - 10:50
in 2271 Rood.
To prepare for this exam, learn to use ...
-
Differentiation Rules 1 - 21 on the last page of our textbook.
Practice problems can be found in chapter 3. Pay special attention
to the
Chain Rule in section 3.5.
-
Integration Rules on page 402.
Practice problems can be found in chapter 5. Pay special attention
to the
use of substitution in section 5.5.
Exam 2 Tuesday,
October 9
This exam will cover chapters 6 (sec 1-3, 5), 7 (secs 1,
4, 6 - 8), and 8 (sec 1). Bring
calculators and a 3x5 card containing hard-to-remember formulas.
To prepare for this exam, review...
-
Applications of integration to areas (6.1), volumes (6.2, 6.3), average
value (6.5), and arc length (8.1).
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Techniques of integration: parts (7.1), partial fractions (7.4), and tables
(7.6).
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Approximate integration (7.7).
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Improper integrals (7.8).
Exam 3 Friday,
November 9
This exam will cover chapter 11. Bring calculators and a 3x5
card containing
hard-to-remember formulas.
Final Exam Wednesday,
December 5 10:15 - 12:15
This exam will be comprehensive: one-third over Exam 2 material, one-third
over Exam 3 material,
and one-third over chapters 9 and 10. You may bring calculators
and THREE 3x5 cards containing
hard-to-remember formulas.
My office hours during Final Exam Week will be on Monday and Tuesday
from
9:00 - 11:00 and from 2:00 - 4:00. Please see me for help if
you need it.