The document contains notes from a math lesson. It lists assignments due on specific dates in December and notes for a warm-up including solving equations and finding areas and circumferences of circles. The lesson defines and provides examples of different types of angles, including adjacent, opposite, vertical, supplementary, complementary, and angles related to a transversal cutting parallel lines like corresponding, alternate interior, and alternate exterior angles. Examples applying these angle concepts are shown.

1. Lesson 54.notebook
December 09, 2013
Assignment:
1-->Set 54 (evens) - Due WEDNESDAY [12/11]
2-->Test #6 signed??
3-->Test #7 - Tuesday [12/17]
**Permission slip & money for BOWLING - Due Friday [12/13]

2. Lesson 54.notebook
Lesson 54 Warm-Up:
1)
Solve: -2x = 16
[show ALL steps for full credit]
2)
A meter is about 3.3 feet, so 4.9 meters is about
A. 2 ft
B. 8 ft
C. 16 ft
D. 20 ft
3)
Write 98% as a decimal and reduced fraction.
4)
Find the area of a circle whose diameter is 12 inches.
5)
Find the circumference of a circle whose radius is 9 feet.
December 09, 2013

3. Lesson 54.notebook
December 09, 2013
Lesson 54:
1
Sketch this-->
4
2
3
*adjacent angles – share a common vertex and a common side but do
not overlap
*opposite angles – formed by 2 intersecting lines and share the same
vertex but do not share a side
*vertical angles – same as opposite angles [congruent to each other]

4. Lesson 54.notebook
December 09, 2013
*supplementary angles - 2 angles whose measures total 180 degrees
*complementary angles - 2 angles whose measures total 90 degrees

5. Lesson 54.notebook
December 09, 2013
*transversal – the third line that cuts into a set of parallel lines
1
2
3 4
5 6
7
8
*corresponding angles – angles on the same side of the transversal
and on the same side of each of the parallel lines
*alternate interior angles – angles on opposite sides of the
transversal and between the parallel lines
*alternate exterior angles – angles on opposite sides of the
transversal and outside the parallel lines

6. Lesson 54.notebook
Examples (Lesson 54):
pg. 371
A)
B)
C)
December 09, 2013

7. Lesson 54.notebook
D)
E)
F)
December 09, 2013

8. Lesson 54.notebook
G)
H)
I)
J)
December 09, 2013