Geometry
Monthly Schedule
(Periods
A and B)
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W
10/1/03 |
HW due:
Review problems on pp. 105-107 #1-7 odd, 10-18 all, 21, 24, 29, 30, 32. |
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Th
10/2/03 |
Additional review day.
Please note this schedule change. |
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F
10/3/03 |
Day of rest. |
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M
10/6/03 |
Test on Chapter 2. |
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T
10/7/03 |
HW due:
Read §§3.1 and 3.2. Write §3.1 #1, 2, 3; §3.2 #1. |
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W
10/8/03 |
HW due:
Write §3.2 #2, 5, 8, 13, 20, 21. For #20, you need not copy the flow diagram;
simply treat this as a normal two-column proof. The statements are already
numbered for you. For example, enter the first statement in your two-column
proof as |
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Th
10/9/03 |
HW due:
Read §3.3; write §3.3 #2, 5, 7, 11, 12, 19. |
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F
10/10/03 |
No school. |
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M
10/13/03 |
No school. |
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T
10/14/03 |
HW due (double assignment, 70 minutes): Read §3.4; write §3.4 #1, 4, 6, 8, 9, 10, 13, 15. |
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W
10/15/03 |
HW due:
Correct your §3.4 assignment by comparing answers with friends, or by
revisiting the problems and applying techniques of forward and backward
chaining. If you are happy with how you did your work over the weekend, no
additional written work is required. However, you will probably want to fill
in some gaps, since the quality standards will be higher today. |
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Th
10/16/03 |
HW due: Read
§3.5; write §3.5 #3, 4, 5, 7, 8, §3.6 #1, 4, 6, 7, 11. |
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F
10/17/03 |
HW due:
Revisit and clean up your problems in §3.5 and §3.6. |
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Sat
10/18/03 |
EBay auction ends for item
#3435379405
(a Smokey-type computer with power supply and manuals). I have dropped out of
the bidding. |
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M
10/20/03 |
HW due:
Read §3.7; write §3.7 #1, 4, 7, 8, 13, 18. Please also solve #15 in §3.4
without using the Isosceles Triangle Theorem from §3.7. (The problem is very
easy if you use ITT.) |
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T
10/21/03 |
Test on Chapter 3 (through §3.7 only). |
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W
10/22/03 |
HW due: Read
§3.8; write §3.8 #3-9 odd, plus your choice of 11 or 12. |
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Th
10/23/03 |
HW due:
§3.8 #11 and 12. If you did one of these yesterday, you are already half
finished. Note: For #11, it is not
sufficient to write “CPCTC” as a one-step justification, since medians are
not considered to be corresponding parts. Only angles and sides of congruent
triangles can be used with CPCTC. Now, you can certainly build some smaller
triangles and get them congruent,
and then apply CPCTC. That is legitimate. Also, note that you can save a
great deal of work by using the standard math “wlog” abbreviation (see abbreviations link). |
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F
10/24/03 |
Multiple-Choice and A/S/N Quest (70 points) on all
of Chapter 3. |
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Sun
10/26/03 |
First quarter grades are now being computed.
Partial updates will be posted as they become available. |
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M 10/27/03 |
HW due:
Read §§4.1 and 4.2, including all the example problems. Remember that for
credit on the HW scan, you must have some reading notes in your notebook. |
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T
10/28/03 |
HW due: Write §4.1
#1-6 all; §4.2 #1-6 all. Also, please
read Mr. Hansen’s Clarifications. (There is no
need to make a printout unless you really want to.) |
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W
10/29/03 |
HW due:
Write §4.1 #9, 12, 15; §4.2 #12. |
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Th
10/30/03 |
Small Quiz
on Mr. Hansen’s
Clarifications. |
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F
10/31/03 |
No school. |
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Return to Mr. Hansen's home page
Last updated: 04 Nov 2003