Math 006 - Handout for Week 11
- (1) Go over sample quiz
- (2) Quiz
- Short break - get your homework back etc
- (3) Logrithmic functions, and their derivatives (8.3), (8.4)
- (4) Exponential functions - examples (8.5)
- (5) Break, then Examples, tutorial
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Homework (not to be handed in)
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- Ex 8.5 Page 375, B Ex 1, 3.a.c.e. Ex 4.a.c.e., Ex 5.a.c. C. Ex 13
- Ex 8.4 Page 314, B Ex 1.a.c.e.g, Ex 4.a.c
- Ex 8.5 Page 321, B Ex 1,6,13
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There will be no more assignements. The last one is due next week.
Sample Quiz
There will be a quiz next week, which will be similar to the
following question:
The population of a certain city grows at 10% per year. The population in
1990 was 200 000. What will the population be in the year 2000? (Assume
rate of growth is proportional to the population.)
| What will be on the exam
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- (1) Find the derivative of list of functions,
including functions involving sine, cosine, exponential and logrithmic
fuunctions, in combination with polynomials.
- (2) Find the equations for tangents of graphs, and tangents with given slope.
- (3) Long detailed question to sketch a curve, including finding convave up, concave down, like assignment 8 examples.
- (4) given a sketch of a graph, sketch the derivative (like homework: page 75, 2.1, Ex 2, page 77
Ex 13)
- (5) Related rates problem.
- (6) Problem about finding absolute max and min on an interval.
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Next week will be a review class - please let me know what you want me
to concentrate on!
See previous weeks handout for tutorial times etc. I will update
the marks page over the weekend . Please
check your marks at http://www.mast.queensu.ca/~helena/math006/marks.html