Geometry
Monthly Schedule
(Periods
A and B)
M
5/3/04 |
Both classes will meet in Steuart 202 today. |
|
T
5/4/04 |
HW due: Finish
§13.4 if you did not already do it over the weekend. Then write §13.5 #1, 2,
5, 9, 15; §13.3 #13. (If you took good notes, all that remains for you to do
in #13 is to make sure that Equation II is satisfied.) |
|
W
5/5/04 |
HW due:
Read §13.6; write §13.6 #11b (requires completing the square). |
|
Th
5/6/04 |
HW due:
Write §13.6 #2, 6, 8-12 all, except omit 12b. For the questions that were
already covered orally in class, you may show less work than usual. |
|
F
5/7/04 |
Quiz on Chapter 13 so far. Because we have not gone over the §13.5 problems in
detail, that section will not be specifically tested on the quiz. |
|
M
5/10/04 |
HW due:
§13.7 #1-11 all, 16, 19, 25b. |
|
T
5/11/04 |
HW due: Choose
6 or more review problems from pp. 644-647 and work them. Make a personal
choice to include problems that you think you need more practice on. Don’t
simply copy someone else’s choice of 6 problems; that makes no sense unless
that person is your identical twin. Obviously, doing more than 6 would be a
good idea, but only 6 are required for the homework scan. Please note, all of
the problems except for #20, 26, and 30-35 are fair game for the test. An answer key is available, but
please attempt the problems before checking the answers. |
|
W
5/12/04 |
Test on Chapter 13. In order to prepare, you should work another group
of review problems. Then, consult the answer key. All problems on pp.
644-647 except for #20, 26, and 30-35 are fair game for the test. |
|
Th
5/13/04 |
Field trip to National
Cryptologic Museum, Fort Meade, MD. Bus will depart at 8:00 a.m. from the service road behind the Martin
Gym. We will return by about 12:00, in time for you to attend most of E period
and all of F period. |
|
F
5/14/04 |
HW due:
§14.1 #2-10 even, 16. If possible, answer each of these two ways: (a) for the
xy-plane and (b) for 3-dimensional space. You may answer the questions
as posed in the book for full credit, but it is more fun to do them two ways. |
|
M
5/17/04 |
HW due:
§14.2 #1-9 odd; §14.3 #1-5 all. Please remember that constructions are to be
performed using compass and
straightedge only; show your tick marks.
|
|
T
5/18/04 |
No geometry class today.
However, you should continue working on your HW that is due tomorrow. |
|
W 5/19/04 |
Double HW due: §15.1 #1-4 all, 10, 12; §15.2 #1, 5, 10, 12, 13, 14; §15.3 #1, 2, 7,
9, 10, 14, 16. A solution key to problems
14 and 16 is available. |
|
Th 5/20/04 |
Big Quiz on Chapters 14 and 15. A compass is
required. 1. One
compass-and-straightedge construction. You will be required to construct (not simply sketch) either
(a) the inscribed circle or (b) the circumscribed circle for a given
triangle. The choice will be made randomly for you. If you get problem (a),
remember that before finishing by making the circle, you must drop a
perpendicular to one of the sides in order to construct the radius. If you
get problem (b), you will be required to construct all three perpendicular
bisectors, not simply two, in order to cross-check the accuracy of your
construction. Both (a) and (b) were done in class on 5/19, so be sure to
review your notes carefully. 2. One
compound-locus word problem similar to the Geotown problem done for practice
on 5/19, though somewhat easier. As in the practice problem, you will need to
answer the question twice, once assuming 2-D and once assuming 3-D. 3. A
hinge-type problem similar in difficulty to #1-3 or #6 on p. 703. Answers are
available here. Remember that
some problems that initially look like Hinge Theorem problems are actually
much simpler, coming from the “bigger angle Ű bigger side” principle (BABS?) that we studied last
fall. 4. A
hinge-type proof with blanks to fill in. See problems 14 and 16 from §15.3 for
examples of the difficulty level to expect. |
|
F 5/21/04 |
Last day of class. |
|
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Last updated: 23 May 2004