Monday
Finish 2.2.3
Vocab: Trapezoid and Isosceles Trapezoid
Review of Area of Parallelogram
2-75, 2-76 2-77 and 2-78 as notes
CW: 2-79 and 2-80
HW: Can be downloaded here:
https://dl.dropbox.com/u/40810525/Corresponding%20and%20Alternate%20Angles.pdf
Find all missing angles where there is a big grey dot.
A picture of the 6 problems (in case the PDF file does not open for you):
Tuesday
Reasoning about the area of: Triangles, Paralellograms, Trapezoids and other Regular Polygons
HW: 2-90, 92, 93, 94
Wednesday
Triangle Inequality
http://www.youtube.com/watch?v=OoLb_NnnKSQ
Finish Classwork Area Worksheet
HW: 2-100 through 103
Thursday
Review Sheet in class and start Closure Problems
HW: STUDY FOR CHAPTER TWO TEST
BONUS Closure assignment:
All Chapter 2 Closure problems starting with 2-123 and ending with 2-130
Topics to Review for Chapter 2 Test:
- Angle Relationships and their Rules
- Straight Angle Pair (windshield wiper) - Supplementary
- Vertical Angles - Congruent
- Corresponding Angles - Congruent
- Alternate Interior Angles - Congruent
- Same-Side Interior Angles - Supplementary
- Are the lines parallel?
- Areas of:
- Triangles = (1/2)(b)(h)
- Drawing in the height - train method
- Height must be:
- 1. Coming down from the opposite vertex (the vertex across from the base)
- 2. Forming a right angle at the base.
- Parallelograms = (b*h)
- Same formula as a rectangle. But remember the HEIGHT in a PARALLELOGRAM is not a side length, it is an invisible line inside of the parallelogram that forms right angles. It is only an actual side length if you parallelogram is a RECTANGLE.
- Trapezoids = (1/2)(b1+b2)(h)
- Pythagorean Theorem (ONLY) works for right triangles.
- Triangle Inequality