Thes are tough. If you miss more than one, take it again.
Showing posts with label Rays and Angles. Show all posts
Showing posts with label Rays and Angles. Show all posts
Friday, August 27, 2010
Wednesday, August 18, 2010
Summary and Review
Study the flashcards for Rays and Angles, then
Do the test, twice.
More review
Optional -- Scatter for extra practice (below)
Then go to next section
Do the test, twice.
More review
Optional -- Scatter for extra practice (below)
Then go to next section
Parallel and Perpendicular Lines
No book today. Instead....
You will be using some of the principles in the earlier demonstrations and quizzes, so let me know how you did.
- Read about parallel lines and try the interactive definitions.
- Try this quiz
- Also look at this interactive lesson (you click on the screen to get to the next display)
- Then try a few of these angle tests.
- Finally, do a thatquiz on finding measurements of different kinds of angles.
You will be using some of the principles in the earlier demonstrations and quizzes, so let me know how you did.
Linear Pairs and Vertical Angles
Read:
page 105-106
To know:
For more on linear pairs, take a look here and try moving the orange dot.
1 = 3
2 = 4
For more on vertical angles, take a look here and do the practice exercises.
Try:
ThatQuiz on linear pairs and vertical angles
DO:
Set I #14-22
Set II # 26-28
Also, do #29-31 with me.
First, look at
Linear Pair Theorem Proof
page 105-106
To know:
- Theorems 7-9 on page 106
- What a linear pair is:
For more on linear pairs, take a look here and try moving the orange dot.
- What is meant by vertical angles (vertical means the same as opposite)
1 = 3
2 = 4
For more on vertical angles, take a look here and do the practice exercises.
Try:
ThatQuiz on linear pairs and vertical angles
DO:
Set I #14-22
Set II # 26-28
Also, do #29-31 with me.
First, look at
Linear Pair Theorem Proof
Algebra Review #3
Go To: page 118
This review is on simultaneous equations and the "substitution" method of solving them.
Try:
This Test
DO;
odd-numbered exercises
If you have trouble, watch this video
This review is on simultaneous equations and the "substitution" method of solving them.
Try:
This Test
DO;
odd-numbered exercises
If you have trouble, watch this video
Complementary or Supplementary Angles
Read and Practice: Complementary or Supplementary?
Try a Pre-Test: Complementary or Supplementary Angles
Read: pages 99-100
Know:
If
a + c = 90, and b + c = 90,
then
A = B
It's the same for
A + C = 180, etc.
DO:
Set I, #1-8
Set II, #19-23, 24-27, 32
Try a Pre-Test: Complementary or Supplementary Angles
Read: pages 99-100
Know:
- Definitions of Complementary and Supplementary
- Theorem 5 and 6
If
a + c = 90, and b + c = 90,
then
A = B
It's the same for
A + C = 180, etc.
DO:
Set I, #1-8
Set II, #19-23, 24-27, 32
Monday, August 16, 2010
Betweenness of Rays
Read pages 94-95 in Geometry.
Theorem 3 Betweenness of Rays
You will have to study the proof on page 95 carefully. Ask for help if you need it.
Theorem 4 Angle Bisector Theorem
Look at bisecting an angle
Try this vocabulary quiz
Try measuring angles
Exercises:
(these seem difficult; you may need help)
Set I
#14-18
Set II
#19-22
In this group, you are asked to match the statements with their theorems or definitions.
Hint: Look back at pages 94-95
#23-26 -- skip these ones.
#27 -30
This is algebra review.
Knowing that, can you do the rest?
#31-34
This was a long lesson.... tomorrow will be an optional day.
Theorem 3 Betweenness of Rays
You will have to study the proof on page 95 carefully. Ask for help if you need it.
Theorem 4 Angle Bisector Theorem
Look at bisecting an angle
Try this vocabulary quiz
Try measuring angles
Exercises:
(these seem difficult; you may need help)
Set I
#14-18
Set II
#19-22
In this group, you are asked to match the statements with their theorems or definitions.
Hint: Look back at pages 94-95
#23-26 -- skip these ones.
#27 -30
This is algebra review.
If
ASN = 5x
and
NSD = 3x + 28
and you know because SN is bisecting the angle that both these two angles are equal,
then
ASN = NSD
Knowing that, can you do the rest?
#31-34
- Look at the facts about the figure.
- Hint: AJD + DJE = AJE (because of the Betweenness of Rays)
- Substitute the terms for the angle names, as you did in the last group of problems, and then you have an algebra problem that you can solve.
- When you see problems like this, ALWAYS look for ways to do this.
- Do these proofs with me.
This was a long lesson.... tomorrow will be an optional day.
Protractor Postulate
Read pages 89-90 in Geometry.
Review: look at demonstration of degrees in an angle
Words to Know:
To Do;
Exercises:
In Set I, if a protractor is placed as described in the book, then 30 and 75 are called "coordinates" and the measurement of ABC is 75- 30=45. Does that make sense?
Try #10-13
You will need to know the difference between the symbols, which is on the top of page 90.
Do #14-19
SET II:
Do #30-35
Review: look at demonstration of degrees in an angle
Words to Know:
- degree
- coordinate
- acute, right, obtuse, straight angles
To Do;
Exercises:
In Set I, if a protractor is placed as described in the book, then 30 and 75 are called "coordinates" and the measurement of ABC is 75- 30=45. Does that make sense?
Try #10-13
You will need to know the difference between the symbols, which is on the top of page 90.
Do #14-19
SET II:
Do #30-35
Rays and Angles -- Introduction
Words to Know
By the way, here is a geometry vocabulary list with links to definitions.
Try:
This Lines, Rays and Angles Quiz
Look at demonstration of collinear
Do
SET I: #4-14, 19-21
SET II: #27-32, #34
- line segment
- ray
- angle
- linear pair
- vertical angles
- opposite rays
- vertex
- sides of an angle
By the way, here is a geometry vocabulary list with links to definitions.
Try:
This Lines, Rays and Angles Quiz
Look at demonstration of collinear
Do
SET I: #4-14, 19-21
SET II: #27-32, #34
Subscribe to:
Posts (Atom)