
Geometry
Honors (Block 1)
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Day |
Objective |
Lesson |
Homework |
Assessment |
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Monday 3/15/10 |
1. Review chapters 1-3. |
1. Review homework 2. Break into groups to work on practice problems from chapters 1-3. 3. Go over questions from practice problems as a class. |
Observation Q and A |
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Tuesday 3/16/10 |
1. Review chapters 4-6. |
1. Break into small groups to work on practice problems from chapters 4-6. 2. Go over practice problems as a class. 3. Final Q and A session before exam. |
Observation Q and A |
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Wednesday 3/17/10 Midterm |
1. Demonstrate Knowledge of chapters 1-5. |
1. Midterm Exam |
Observation Q and A Homework Midterm |
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Thursday 3/18/10 6.7 |
1. Find area of quadrilaterals. |
1. Use tiles to find the area formulas for quadrilaterals. 2. Use GeoGebra to further explore area theorems. 3. Practice word problems about area. |
Observation Q and A Homework |
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Friday 3/19/10 |
1.
Review
Chapter 6. 2.
Relate
the use of geometry to daily life. |
1.
Review
Homework 2.
Discuss
questions about chapter 6. 3.
Read
Math Curse. 4.
Discuss
how we can find math all around us. 5.
Give
Math Curse story book project. Students will write their own math curse story
including 5 word problems 3 of which directly relate to what we have learned
so far this year. |
Observation Q and A Math Curse Project |
Geometry
Concepts (Blocks 2 and 3)
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Day |
Objective |
Lesson |
Homework |
Assessment |
|
Monday 3/15/10 |
1.
Review Chapters 1-4 |
1.
Work on midterm review book. Include
definitions from chapter vocabulary and example questions worked out. Use
textbook, notes, homework, classmates, and teacher as sources to decide what
to include. |
Observation Q
and A |
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Tuesday 3/16/10 |
1. Review chapters 1- 4. |
1. Work on midterm review book. Include definitions from chapter vocabulary and example questions worked out. Use textbook, notes, homework, classmates, and teacher as sources to decide what to include. |
Observation Q and A |
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Wednesday 3/17/10 Midterm |
Block 2- Review chapters 1-4. Block 3- Demonstrate knowledge of chapters 1-4. |
Block 2 - Work on midterm review book. Include definitions from chapter vocabulary and example questions worked out. Use textbook, notes, homework, classmates, and teacher as sources to decide what to include. Block 3 - Midterm |
Observation Q and A Midterm |
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Thursday 3/18/10 |
Block 2- Demonstrate knowledge of chapters 1-4. Block 3- HSAP review. |
Block 2-Midterm Block 3- Discuss important multiple choice test taking skills. Learn to read word problems while looking for key mathematical terms. Practice developing a problem solving plan for word problems. |
Finish Class Work |
Observation Q and A Homework |
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Friday 3/19/10 |
1.
Relate the use of geometry to daily life. |
1. Read Math Curse. 2.
Discuss
how we can find math all around us. 3. Give Math Curse story book project. Students will write their own math curse story including 5 word problems 3 of which directly relate to what we have learned so far this year. |
Observation Q and A Math Curse Project |
Old Lessons (Honors)
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Day |
Objective |
Lesson |
Homework |
Assessment |
|
Monday 1/11/10 Tangram Activity |
1. Connect geometry concepts learned to a cultural puzzle. 2. Prove the Pythagorean Theorem. |
1. Explain the history of the tangram puzzle. 2. Individually create a square using the tangram pieces. 3. Have students pair up to make a square with the two puzzles together. 4. Discuss how the puzzle can be used to prove the Pythagorean Theorem as a class. 5. Use the pieces to make other pictures. |
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Observation |
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Tuesday 1/12/10 No School |
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Wednesday 1/13/10 First Day! 1.1 |
1. Understand the classroom rules and procedures. 2. Recognize, describe, and continue visual and numeric patterns. 3. Use inductive reasoning. |
1. Discuss class contracts. 2. Demonstrate classroom procedures. 3. Describe and complete patterns. 4. Form conjectures using inductive reasoning. |
1. Signed class contract 2. WS 1 (visual patterns and forming conjectures) 3. About Me and Math History paper due Tuesday |
Observation Q and A Homework |
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Thursday 1/14/10 1.2 |
1. Recognize, define, and draw points, lines, rays, segments, and planes. 2. Sketch their intersections. |
1. Create point-line-plane foldable. 2. Take notes about points lines and planes in the foldable. 3. Use index cards to explore intersecting planes. 4. Sing point line plane song. |
1. WS 2 (points, lines, and planes) |
Foldable Observation Q and A Homework |
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Friday 1/15/10 1.3 |
1. Measure segments using the ruler postulate. 2. Use the distance formula. |
1. Discuss theorems and postulates and their similarities and differences. 2. Draw line segments and use rulers to measure them. 3. Use the distance formula to find the length of segments on a coordinate grid. |
1. WS 3 (distance formula) 2. Finish About Me and Math history paper. Due Tuesday. |
Observation Q and A Homework |
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Day |
Objective |
Lesson |
Homework |
Assessment |
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Monday 1/18/10 No School |
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Tuesday 1/19/10 1.3-1.4 |
1. Use segment postulates. 2. Use the distance formula. 3. Use angle postulates. 4. Classify angles as right, acute, obtuse, or straight. |
1. Review homework. 2. Use rulers to demonstrate and practice segment and ruler postulates. 3. Use distance formula to find segment lengths on coordinate grids. 4. Compare distance formula to Pythagorean Theorem. 5. Label parts of angles. 6. Use protractors to measure angles. 7. Classify angles according to measure. Use arms to demonstrate. |
Worksheet 1.3-1.4 |
Observation Q and A Homework |
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Wednesday 1/20/10 1.5-1.6 |
2. Bisect a segment. 3. Bisect an angle. 4. Identify vertical angles and linear pairs. 5. Identify complementary and supplementary angles. |
4. Quiz on 1.1-1.2 5. Use paper folding activity to bisect a segment and an angle. 6. Use a compass and straight edge to construct a segment and angle bisector. 7. Use midpoint formula on a coordinate grid. 8. Describe complementary and supplementary angles. 9. Find relationships with vertical angles and linear pairs using geogebra. Use their properties to find angle measures. |
Worksheet 1.5-1.6 |
Observation Q and A Homework Quiz |
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Thursday 1/21/10 Review |
2. Review basics of geometry. |
10. Review slides from the week. 11. Q and A session. 12. Students work in groups to begin test review. |
Take home quiz and test review |
Observation Q and A Homework Take Home Quiz |
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Friday 1/22/10 Chapter 1
Test |
1. Demonstrate knowledge of chapter 1. |
1. Chapter One Test 2. Chapter 2 pre-test |
Vocabulary for chapter 2 |
Observation Q and A Test Pre-Test |
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Day |
Objective |
Lesson |
Homework |
Assessment |
|
Monday 1/25/10 1.7 |
1.
Find
the perimeter and area of common plane figures. 2.
Use
a general problem solving plan. |
1.
Review
Homework 2.
Review
formulas for area and perimeter for square, rectangle, triangle, and circle. 3.
Go
over steps for making a problems solving plan. 4.
In
groups, develop problem solving plans to find the area of challenging
figures. |
Page 55 9-14, 21-23, 27-19, 36, 39 |
Observation Q and A Homework |
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Tuesday 1/26/10 Chapter 1
Review |
5. Review basics of geometry |
8. Review Homework 9. Go over practice questions 10. Student Q and A 11. Students begin to work on test review/take home quiz. |
Take Home Quiz |
Observation Q and A Homework Take home quiz |
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Wednesday 1/27/10 Chapter 1
Test |
6. Demonstrate knowledge of chapter 1. 7. Recognize a conditional statement |
13. Chapter 1 Test 14. Chapter 2 pre-test 15. Define a conditional statement and its parts. |
Find an advertisement with a conditional statement |
Observation Q and A Homework Test Pre-Test |
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Thursday 1/28/10 2.1 |
3. Recognize and analyze a conditional statement. 4. Write postulates about points, lines, and planes using conditional statements. |
16. Using the advertisements students will find the inverse, converse, and contrapositive of their conditional statement. 17. Add point, line, and plane postulates to list of postulates. 18. Turn postulates into if then statements. 19. Give examples of postulates in an actual diagram. |
Page 75 9-17 odd, 22-24 all, 29-34 all, 44-49 all |
Observation Q and A Homework |
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Friday 1/29/10 2.2-2.3 |
2. Recognize and use definitions. 3. Recognize and use biconditional statements. 4. Use symbolic notation to represent logical arguments. |
3. Review homework. 4. Define perpendicular. 5. Determine if statements are true or false and use definitions to justify the answer. 6. Turn if-then statements into biconditional statements and determine their truth. 7. Introduce symbols to represent the hypothesis and conclusion of a conditional statement. 8. Rewrite conditional statements using symbols. |
Page 82 13-45 odd |
Observation Q and A Homework |
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Day |
Objective |
Lesson |
Homework |
Assessment |
|
Monday 2/1/10 2.4 |
3.
Use
properties from algebra. 4.
Use
properties of length and measure to justify segment and angle relationships. |
5.
Review
Homework 6.
Review
properties from algebra. 7.
Simplify
algebraic expressions and use the properties to explain each step. 8.
Try
a few segment and angle problems step by step justifying reasons for each
step. 9.
Relate
an angle problem to the Talladega Superspeedway. |
Observation Q and A Homework |
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Tuesday 2/2/10 2.5 |
6. Justify statements about congruent segments. 7. Write reasons for steps in a proof. |
12. Review Homework 13. Quiz 2.1-2.3 14. Introduce proofs and structure of a two column proof. 15. Discuss segment congruence properties. 16. Try a two column proof. 17. Re-write the two column proof in paragraph form. 18. Practice finding reasons to justify statements in proofs. 19. Construct a segments copy. |
Observation Q and A Homework Quiz |
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Wednesday 2/3/10 2.6 |
8. Use angle congruence properties. 9. Prove properties about special pairs of angles. |
20. Review Homework 21. Define postulates and theorems about angle relationships and measures. 22. Practice multiple proofs about angle measures and congruence. |
Observation Q and A Homework |
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Thursday 2/4/10 Review Ch 2 |
5. Review reasoning and proof. |
23. Review Homework 24. Student Q and A session. 25. Four corners review. 26. Students work in groups on practice test. |
Take home quiz |
Observation Q and A Homework Take home quiz |
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Friday 2/5/10 Ch 2 Test |
5. Demonstrate knowledge of reasoning and proof. |
9. Chapter 2 test |
Observation Q and A Homework Test |
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Day |
Objective |
Lesson |
Homework |
Assessment |
|
Monday 2/8/10 3.2 |
5.
Write
different types of proofs. 6.
Prove
results about perpendicular lines. |
10. Review Homework 11. Review two column proofs. 12. Discuss different types of
proofs. 13. Write a paragraph proof. 14. Complete a proof in flow chart
form. 15. Introduce theorems about perpendicular
lines. 16. Prove the theorems using
different methods of proof. |
Page
138 3-9, 11-13, 19 |
Observation Q and A Homework |
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Tuesday 2/9/10 3.3 |
8. Prove and use results about parallel lines and transversals. |
20. Review Homework 21. Quiz 3.1-3.2 22. Use geogebra software to investigate angles formed by parallel lines cut by a transversal. 23. Prove theorems about angles formed by parallel lines cut by a transversal. 24. Given the measure of one angle, find the measure of other angles formed by parallel lines cut by a transversal. |
Page 146 8-16
all, 19-27 odd |
Observation Q and A Homework Quiz |
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Wednesday 2/10/10 3.4-3.5 |
10. Prove that two lines are parallel. 11. Use properties of parallel lines to solve real world problems. |
27. Review Homework 28. Find the converse of the theorems about the measures of the angles formed by parallel lines cut by a transversal. 29. Prove theorems in groups. 30. Present proofs to class. 31. Solve word problems about parallel lines. 32. Construct parallel and perpendicular lines. |
Observation Q and A Homework |
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Thursday 2/11/10 3.6-3.7 |
6. Find slopes of lines. 7. Write equations of parallel lines in a coordinate plane. 8. Write equations of perpendicular lines. |
33. Review Homework 34. Quiz 3.3-3.5 35. Review writing equations of lines. 36. Discuss slope and the relationship of the slope of parallel lines and perpendicular lines. 37. Write equations for parallel lines and perpendicular lines. |
Observation Q and A Homework Quiz |
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Friday 2/12/10 No Class |
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Day |
Objective |
Lesson |
Homework |
Assessment |
|
Monday 2/15/10 |
9. Find slopes of lines. 10. Write equations of parallel lines in a coordinate plane. 11. Write equations of perpendicular lines. |
38. Review Homework 39. Review writing equations of lines. 40. Discuss slope and the relationship of the slope of parallel lines and perpendicular lines. 41. Write equations for parallel lines and perpendicular lines. |
Observation Q and A Homework |
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Tuesday 2/16/10 |
2. Review perpendicular and parallel lines. |
4. Review Homework 5. Practice proofs as a class. 6. Work in groups to prove theorems. Each group presents a proof. 7. Four corners review. |
Chapter 3 take
home quiz |
Observation Q and A Homework Take home quiz |
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Wednesday 2/17/10 |
12. Demonstrate knowledge of perpendicular and parallel lines. |
2. Chapter 3 test. 3. Introduce construction project. |
Observation Q and A Homework Test |
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Thursday 2/18/10 4.1 |
2. Classify triangles by their sides and angles. 3. Find angle measures in triangles. |
4. Define the different parts of a triangle. 5. Describe the different types of triangles by side properties. 6. Describe different types of triangles by angle properties. 7. Discuss exterior angles and use geogebra to examine exterior angle measures. 8. Visually prove the triangle sum theorem using geogebra. 9. Practice finding triangle angle measures. |
Observation Q and A Homework |
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Friday 2/19/10 4.2 |
4.
Identify
congruent figures and corresponding parts. 5.
Prove
that two triangles are congruent. |
42. Attempt a word problem with limited
information about proving sails congruent without measurement tools. 43. After students have
brainstormed, introduce proving triangles congruent. 44. Find angle measures of
congruent polygons. 45. Prove the third angles
theorem. |
Observation Q and A Homework |
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Day |
Objective |
Lesson |
Homework |
Assessment |
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Monday 2/22/10 4.3 |
12. Prove triangles are congruent by the SSS and the SAS congruence postulates. |
46. Have students work in groups to develop a plan for proving boat sails are the same size without having measuring tools. 47. Relate previous knowledge of having corresponding parts of triangles congruent to what happens when you only know some corresponding parts are congruent. 48. Practice proving triangles are congruent if it is known that all sides are congruent or that two sides and the angle between them are congruent. |
Observation Q and A Homework |
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Tuesday 2/23/10 4.4-4.5 |
3. Prove triangles congruent using ASA and AAS theorems. 4. Use congruent triangles to plan and write proofs. |
8. Review Homework 9. Quiz 10. Add ASA and AAS to ways to prove triangles congruent. 11. Practice proving triangles congruent. 12. Discuss what we know about the parts of two triangles that we know are congruent. 13. Have students prove corresponding parts of congruent triangles are congruent. |
Observation Q and A Homework Quiz |
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Wednesday 2/24/10 4.6 |
13. Use properties of isosceles, equilateral, and right triangles. |
4. Review Homework 5. Discuss properties of isosceles and equilateral triangles. 6. Determine side lengths and angle measures given isosceles and equilateral triangles. 7. Prove the hypotenuse leg theorem. |
Observation Q and A Homework Test |
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Thursday 2/25/10 Review |
4. Review Chapter 4 |
10. Review a few proofs as a class. 11. Have students work in groups to complete various proofs. 12. Work on take home quiz. |
Take Home Quiz |
Observation Q and A Homework Take Home Quiz |
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Friday 2/26/10 Test Ch 4 |
6.
Demonstrate
knowledge in proving triangles congruent |
49. Chapter 4 test. 50. Work on construction project. |
Observation Q and A Homework |
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Day |
Objective |
Lesson |
Homework |
Assessment |
|
Monday 3/1/10 5.1-5.2 |
13. Use properties of perpendicular bisectors and angle bisectors. 14. Use properties of perpendicular bisectors in a triangle and angle bisectors in a triangle. |
51. Use paper folding activity to investigate parts of a perpendicular bisector. 52. Use information from investigation to derive the perpendicular bisector theorem and its converse. 53. Use geogebra software to investigate angle bisectors. 54. Use information from investigation to derive the angle bisector theorem and its converse. 55. Use a chart to record information about the perpendicular bisectors of a triangle, and the angle bisectors of a triangle. 56. Demonstrate the use of perpendicular bisectors of a triangle on geogebra by finding a central location on a map. |
Observation Q and A Homework |
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Tuesday 3/2/10 5.3 |
5. Use properties of medians of a triangle and altitudes of a triangle. |
14. Review Homework 15. Add information about medians and altitudes of a triangle to the chart. 16. Demonstrate the balancing point of a triangle. 17. Practice constructing circumcenter, incenter, centroid, and orthocenter. |
Observation Q and A Homework |
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Wednesday 3/3/10 5.4 |
14. Identify and use midsegments of a triangle. |
8. Review Homework 9. Review finding the midpoint of a line. 10. Add information about medians to triangle chart. 11. Discuss triangular fractals and watch clips about fractals. |
Observation Q and A Homework |
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Thursday 3/4/10 5.5 |
5. Use triangle measurements to decide which side is longest or which angle is largest. 6. Use triangle inequality. |
13. Review Homework 14. Examine triangle sides and angle measures. 15. Discuss some of their relationships. 16. Use the triangle inequality theorem to decide if segments of certain lengths can form a triangle. |
Study Chart for
Quiz |
Observation Q and A Homework |
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Friday 3/5/10 5.6 |
7.
Use
hinge theorem and its converse to compare side lengths and angle measures. |
57. Quiz on Perpendicular
bisectors of a triangle, angle bisectors of a triangle, medians, altitudes,
and midsegments of a triangle. 58. Define and demonstrate hinge theorem
and its converse. 59. Practice using the hinge
theorem. 60. Practice constructions. |
Observation Q and A Homework Quiz |
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Day |
Objective |
Lesson |
Homework |
Assessment |
|
Monday 3/8/10 5.6 |
15. Use hinge theorem and its
converse to compare side lengths and angle measures. |
61. Quiz on Perpendicular bisectors
of a triangle, angle bisectors of a triangle, medians, altitudes, and midsegments of a triangle. 62. Define and demonstrate hinge
theorem and its converse. 63. Practice using the hinge
theorem. 64. Practice constructions. |
Observation Q and A Quiz Homework |
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Tuesday 3/9/10 Ch 5 Review |
6. Review
Chapter 5 |
18. Review
Homework 19. Collect
construction project. 20. Review
triangle relationships using geogebra. 21. Work
in groups to complete a take home quiz/test review. |
Observation Q and A Homework Take home quiz |
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Wednesday 3/10/10 Ch 5 Test 6.1 |
15. Demonstrate
Knowledge of chapter 5. 16. Identify,
name, and describe polygons. 17. Use
the sum of the measures if the interior angles of a quadrilateral. |
12. Chapter
5 test. 13. Label
the parts of a polygon. 14. Determine
examples and nonexamples of polygons. 15. Name
polygons based on their number of sides. 16. Derive
the formula for finding the angle measures of a triangle. |
Observation Q and A Homework Test |
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Thursday 3/11/10 6.2-6.3 |
7. Use
properties of parallelograms. 8. Prove
that a quadrilateral is a parallelogram. |
17. Review
homework 18. Use
Geogebra to explore parallelograms and derive
properties of parallelograms. 19. Use
properties found on geogebra to find side lengths
and angle measures of parallelograms. 20. Determine
examples and nonexamples of parallelograms and
justify using a theorem. |
Observation Q and A Homework |
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Friday 3/12/10 6.4-6.6 |
3.
Use
properties of sides, diagonals, and angles of rhombuses, rectangles, and
squares. 4.
Use
properties of trapezoids and kites. 5.
Identify
and classify special quadrilaterals based on limited information. |
8.
Review
Homework 9.
Define
rhombus, rectangle, and square in geometric terms. 10. Discus properties of the
diagonals of rhombuses, rectangles, and squares. 11. Label and discuss parts of
trapezoids and kites. 12. Find the midsegment
of trapezoids. 13. Use a key to classify the
special quadrilaterals. |
Observation Q and A Homework |
Old Lessons (Concepts)
|
Day |
Objective |
Lesson |
Homework |
Assessment |
|
Monday 1/11/10 Tangram Activity |
1. Connect geometry concepts learned to a cultural puzzle. 2. Prove the Pythagorean Theorem. |