Welcome back! Hope your Thanksgiving break was good and good for you!
And now we are on the home stretch for this semester... 6 more blocks of class before finals start.
First things first: you have a unit test on Friday or Monday, Nov 30, Dec 3, about 70 points. Wed-Thurs block is a review day to review the unit and work on "mini-proofs".
0B final is on Friday, Dec 14. Other finals are the following Mon-Wed. Review lists and assignments will go out next week, probably on Tues-Wed, Dec 4-5. No exemptions from the final; the final is 20% of the semester grade.
HW #11, due Wed-Thurs, is p 240:1-9. For each problem: copy and label sketch, copy given, write "show" from the question, and then do a 5-6 step mini-proof. Pay attention to the hints where lines need to be added to the sketch. Three of the questions can be answered "cannot be determined". At whatever point you realize that, you can quit working on that problem and just write "CBD".
I am attaching copies of everything we did in class related to triangle congruence and proofs based on corresponding parts of congruent triangles. The only proof not contained here is the proof that I wrote on the white board for you to do that was not a fill-in-the-blank. (There is a question just like it on the unit review.)
And now we are on the home stretch for this semester... 6 more blocks of class before finals start.
First things first: you have a unit test on Friday or Monday, Nov 30, Dec 3, about 70 points. Wed-Thurs block is a review day to review the unit and work on "mini-proofs".
0B final is on Friday, Dec 14. Other finals are the following Mon-Wed. Review lists and assignments will go out next week, probably on Tues-Wed, Dec 4-5. No exemptions from the final; the final is 20% of the semester grade.
HW #11, due Wed-Thurs, is p 240:1-9. For each problem: copy and label sketch, copy given, write "show" from the question, and then do a 5-6 step mini-proof. Pay attention to the hints where lines need to be added to the sketch. Three of the questions can be answered "cannot be determined". At whatever point you realize that, you can quit working on that problem and just write "CBD".
I am attaching copies of everything we did in class related to triangle congruence and proofs based on corresponding parts of congruent triangles. The only proof not contained here is the proof that I wrote on the white board for you to do that was not a fill-in-the-blank. (There is a question just like it on the unit review.)
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