Late Breaking Events
[Latest First ...]
-
Final Grade Distribution
- A - 5
- B - 7
- C - 17
- D - 13
- F - 6 (5 people did not take the final)
- Q - 11
- W - 2
- Course Statistics:
I gave a 20 point curve (10%) on the final. Essentially, I did not
count the minimization problem. The average on the multiple choice
was 51.2% and the average on the workout was 65%. The overall average
on the final (after the curve) was 65.3.
The overall course average was 70.8% and the overall GPA was 2.05.
- Quiz #15, Wednesday, April 25, Sections 7.1, 7.2
- Quiz #14, Monday, April 23, Sections 5.5, 5.6
- Based on the results of exam 3, you should keep in mind the
following (for the final):
- When solving for a root (zero) of a quadratic function,
use the quadratic formula
- When solving for a root (zero) of a function other than a
linear or quadratic function, use your calculator's
[2nd][calc][zero] feature. Remember to enter the formula into
Y1=
- Know when to differentiate, and when to integrate. For example,
average -> integration, marginal -> differentiation.
- Use f' to calculate critical points, f'' to calculate inflection
points. Remember endpoints, and places where f' or f'' does not exist.
- Use your TI83 to graph functions. It is more accurate than
you are.
- Simplify first, then try change of variable, before proceding
with integration.
- The third exam was composed of problems completely from
the book! For exam 3A:
- 1 - Section 4.1 # 59
- 2 - Section 5.3 # 9
- 3 - Section 4.1 # 19
- 4 - Section 4.2 # 59
- 5 - Section 5.1 # 47
- 6 - Section 5.2 # 33
- 7 - Section 5.5 # 22
- 8 - Section 4.3 # 18
- 9 - Section 5.1 # 37
- 10 - Section 5.6 # 6
- Solutions to the previous exams (1 and 2) can be found
here
- Exams will be passed back and solutions posted as soon as
all the makeups have been given and graded.
- Check out Prof Allen's Quizzes and Practice Test
here
- Exam #3 will be on Wednesday, April. 18. It will cover
4.1-4.3, and 5.1-5.6. Sample Exams can be found
here.
- Exam #2 will be on Friday, March. 23. It will cover
2.1-2.4, 3.1-3.5, and 4.1-4.2. Sample exams can be found
here.
- Exam #1 will be on Friday, Feb. 16. It will cover 1.0-1.10 and
2.1. Sample exams can be found
here.