Week of October 27th-31st

Friday:
Worksheet review in class.

Thursday:
Worked together through some example proofs over SSS, SAS and HL in class.
HW:  Worksheet -- see me for copy.

Wednesday:
Notes over SAS and HL.  Download here.
HW:  pg. 241 #3-14, 25-27


Tuesday:
Notes over SSS.  Download here.
HW:  pg. 234 #5-10, 24

Directions for Thursday, October 23rd

Today we are going to review using Khan Academy.  The following three must be completed for credit.  2 points each.  QUIZ TOMORROW!!

• 4.3:  Translations of polygons
• 4.3:  Rotations of polygons
• 4.3:  Transforming polygons

Directions for Wednesday, Oct 22nd

Sorry I am missing class today.....here is your to-do list!

1.  Homework from yesterday will be turned in tomorrow!  Your lucky day if you didn't get it done!
2.  GSP:  Download here.  Name this 4.3  Transformations and save in our shared Google Drive folder.
3.  HW:  pg. 227 #3-5, 10-15, 20
All of the above is due tomorrow at the beginning of class.  Also work on AM if you get the above done today in class.  See you tomorrow!

Week of October 20th-24th

Tuesday:
Notes over Rotations.  Download here.
HW:  pg. 276 #10-30 evens.


Monday:
Notes over Reflections.  Download here.
HW:  Worksheet handed out in class.

Week of October 14th-17th

Friday:
Notes over Translations.  Download here.
Worksheet handed out in class for homework.

Wednesday:
Notes over Congruent Polygons.  Download here.
HW:  pg. 218 #3, 5-16

Tuesday:
Quarter Assessments.  Please see me if you missed class today for a make-up time.


Monday:
No School - Columbus Day

GSP for 10/10

 Create a two page GSP file (named 4-1.gsp) and complete the following:

On page 1:

1. Draw a triangle using the segment tool.  Move the points around to make sure the triangle is connected.
2. Measure each angle of the triangle.
3. From the measure menu, choose calculate.  Find the sum of the three angles of the triangle.
4. Move the points of your triangle around to investigate the calculation.
5. Write a conjecture about your findings.

On page 2:

1.  Draw a ray.
2. Draw a segment that has the SAME endpoint as the ray.
3. Draw a third segment that shares one endpoint with the first segment and has one endpoint on the ray.
4. Your picture should look like this: 
   
5. Measure the interior angles of the triangle.
6. Measure <BCD.
7. Move the points around to notice any similarities. 
8. Write a conjecture about the exterior angle (<BCD) and the interior angle(s).
9. Use Calculate from the measure menu to prove your conjecture.

Week of October 6th-10th

Friday:
Notes over Triangles.  Download here.
HW:  pg. 211 #1-19


Thursday:
Chapter 3 Test

Wednesday:
Review for test tomorrow:
HW:  pg. 198 #1-24


Tuesday:
Review in class over Slope, Graphing and Writing Equations of Lines.
HW:  Worksheet handout out in class.

Monday:
Notes over Theorems over Perpendicular Lines.  Download here.
HW:  pg. 186 #2-10, 14-17, 23