Unit 1: Introduction to Geometry
p. 5 #1-26, 33-39 (Skip #39c) Answers
p. 12-13 #20-33, 35-36 Answers
p. 38-9 #1-7, 17-28, 30-33 Answers
p. 40 #34-39, 42, 45-48; p. 44 #3-30, 37, 40 Answers
p. 52 #4-9, 11, 13, 16-17, 20-21, 27-39, 43 Answers
Review: Intro. to Geometry Answers
Unit 2: Reasoning and Proof
Conditional Statements Answers
p. 75-77 #14-17, 29, 31, 33, 34; p. 83-84 #11-19, 39; p. 90-92 #4-10, 15, 18-19, 25-28 Answers
Definitions and 1:1 Correspondence Answers
Optional: Inductive and Deductive Reasoning
Postulates 2.4 p. 99-100 #3-24 (skip 5b), 26, 29, 41, 45 Answers
p. 116-7 #3, 4, 16, 19, 21-26; p. 129 #31-34, 36-39, 46 Answers
Chapter-2 Review Answers, Textbook Review: p. 130-1 #42-45, 48; p. 134-6 #4-13, 18-20, 22-24 Answers
Unit 3: Parallelism
p. 151-2 #24-32, 39-44; p. 158-9 #27-32, 34-37, 41 Answers
Parallel Lines and Transversals Answers
Prove: a) Converse of Alternate Interior Angles Theorem, b) Converse of Alternate Exterior Angles Theorem, c) Converse of Consecutive Interior Angles Theorem, and d) Converse of Same-Side Exterior Angles Theorem Answers: Proofs of Transversal Converses
p. 165 #3-8, 10-15, 17, 19-21, 24, 26-28 Answers
Writing Equations for Lines Answers to Part I Answers to Part II
Perpendiculars and Distance Answers
p. 175-7 #3-6, 13-15, 27-31, 34-35, 39-41; p. 186 #57-60, 62 Answers
Theorems with Perpendicular Lines
Review: p. 194-7 #5-10, 15-17, 23-24, 27-29, 31, 33-38; p. 206 #1-25 (for #16-21, give the answers in all three forms); Extra: 1) Find the distance between (2, 1) and y = -4x - 5 2) Put -6x - 8y/5 = 4 into Standard Form. Answers
Transversals Review (with Answers)
Unit 4: Triangles
p. 221 #1-7, 11-27, 31-38, 42-43, 48-49 Answers
p. 228-9 #3-25 odd
Triangle Proofs (with Answers)
p. 236-8 #1-7, 16-19, 21, 24-26, 29; p. 243-6 #9-18, 20-22, 28-29, 34-40 Answers
p. 252-5 #2-5, 7-10, 18-21, 26-27, 31-34; p. 259-61 #12, 14, 21-24, 27, 28, 31, 33-35: Answers
p. 267 #7-42 Answers
p. 276-9 #2-9, 17, 20-21, 24, 28-29, 32, 41-44 Answers
Review: p. 286 #1-15; p. 237 #9-10; p. 260-3 #29, 37-38; p. 263 "Quiz" #4-5; p. 269-70; #43, 46-48, 50-51 Answers
Unit 5: Segments in Triangles
p. 331-3 #7-13 odd, 16-41 Answers
p. 338-9 #3-10, 16-18 Answers
p. 298-9 #3-11, 24-28, 36-37; p. 306-7 #3-17 Answers
Perpendicular Bisector Theorem
Proofs with Perpendicular Bisectors and Midsegments Answers
p. 307 #20-22; p. 313-5 #2-8, 12-14, 19-21, 24-25, 31, 34, 35 Answers
p. 322-5 #2-9, 16-27, 33-36, 41, 44 Answers
Given one segment for isosceles, prove the other four. Answers
Given a segment is two types, prove the triangle is isosceles. Answers
Review: p. 309 #32; p. 344-8 All Answers
Unit 6: Similarity and Right Triangles
p. 360-3 #30-36, 46-65, 69-71 Answers
p. 376-9 #7-12, 19-22, 27-28, 31, 33 (skip #33b), 35, 36 Answers
p. 384-7 #9-15, 17-19, 21, 25-30; p. 392-3 #10-24 Answers
p. 393-5 #25-27, 30-31, 33, 35; p. 400-403 #3-18, 21-22, 24-25 (Do any 10 problems from second section.) Answers
p. 412-5 #3-7 odd, 9-22, 29, 31, 32 Answers
p. 437-8 #21-32; p. 444-5 #15-23, 26-33 Answers
p. 445 #34; p. 453-5 #3, 13-24, 26 Answers
Prove that; if a triangle has a segment that is both an angle bisector and median, then the triangle is isosceles. Answer
Review for Test on Similarity and Right Triangles: p. 415 #34; p. 418-21 #1-11, 14, 17-21; p. 422 #5-16; p. 403 #27; p. 438-9 #34, 37; p. 445-7 #35-40, 43-44; p. 454-6 #27-33, 35-37; p. 494-5 #4-18 Answers
HL Theorems and "Point to Line"
Algebra with Similar Triangles Answers
Unit 7: Trigonometry and Right Triangles
Special Right Triangles Answers
p. 461-4 #3-35 (Skip #11, 12, 22, 30, 32, 33, 35c) Answers
Intro. to Trigonometry Answers
p. 469 #2, 3, 6, 9-11, 18, 23-24, 27-30; p. 477-8 #3, 8, 10, 18, 19, 22, 23, 32; p. 485-7 #2, 3, 21, 22, 29-31, 33 Answers
Angles of Elevation and Depression Answers
Review: Test on Trigonometry and Special Right Triangles Answers
Unit 8: Laws of Sines and Cosines and Such
Practice with Law of Sines #1, 3-4, 7-8, 17-18 Answers
Practice with Law of Sines #19-24 Answers
Solving the Triangle: All Methods Answers
Bearing Problems #1-9 Answers
Unit 9: Quadrilaterals
p. 518-21 #1, 3-15, 23-40 (Skip #37), 45, Quiz #3 Answers
Quadrilaterals and Parallelograms
More with Parallelograms Answers
Complete proofs of the last three ways to prove that a quadrilateral is a parallelogram. Answers
Quadrilaterals and Parallelograms (with Answers)
Parallelograms, Rhombi, Rectangles, and Squares
Do any 36 of these 52 problems: p. 527 #12, 15-17, 20, 25, 26, 34, 36, 40; p. 537-9 #3-14 (do not explain), 26-55 Answers
Rectangles, Rhombi, and Squares Answers
p. 546-9 #5-7, 11-13, 16-19, 21, 27-33, 37-40 Answers
More Review: p. 554-7 #3-40 (Skip #25, 32, 39; do not write a plan for proof in #40); p. 564 #4-18 (Skip #13) Answers
Unit 10: Circles
p. 510-3 #3-22, 24-28, 32, 38 Answers
p. 655 #15-38, 41 Answers
p. 661-3 #2-25; p. 667-70 #2-21, 23, 25-29 Answers
Arcs, Chords, Circumference, and More Answers
Chords, Radii, and Diameters Answers
p. 676 #2-18, 26-31, 36-38 Answers
Inscribed Angles and More Answers
p. 683-6 #9, 12, 14-21, 26 Answers
Other Angles in Circles Answers
Other Angle Relationships in Circles
p. 670 #32-33 Answers
Do Now "Really Big Circles" Answers
p. 692-4 #3-20, 24-25 Answers
Unit 11: Area and Symmetry
p. 621-4 #2-23, 25, 27-34 Answers
p. 736 #43; p. 740-3 #3-5, 7, 9-22, 24, 28-29, 31, 33 (skip "c") Answers
p. 723-6 #14, 19-20, 22-29, 32-33, 38-40, 42; p. 733-6 #15, 16-32 (skip #23), 37-38 Answers
p. 750-2 #8, 15-25, 30-32, 36, 40; p. 758-61 #17-32, 34-35 (Skip #23, 25) Answers
Areas of Regular Polygons Answers
Areas of Regular Polygons II Answers
Do at least 12 problems from: p. 761 #44; p. 765-8 #6-14, 18-21, 27-29, 31-35, 43
Geometric Probability (with Answers)
Review: Area and Symmetry p. 774-5 #8-10, 20-22, 25-26; p. 784 #1-19 Answers
Unit 12: Solids
p. 798-801 #3-6, 12-24, 28, 31, 40, 41a-c, 42-48, 52-54, 58-59 Answers
p. 807 #6-10, 14-21; p. 822-4 #, 6-11, 14-15, 17-27 Answers
Pyramids and Cones (with Answers)
p. 814-5 #17, 22-26; p. 832-3 #6, 7, 11-17, 20-28 Answers
p. 842-5 #3-9, 11-14, 18-29, 31, 33-37 Answers
p. 850-3 #3-10, 12-15, 17-24 Answers
Review for Test: p. 857-861 Complete all problems except #1, 2 and 11; p. 864-5 Complete all problems. Answers
Unit 13: Conic Sections
p. 702-3 #2-34, 36-37, 43-44 Answers through #26 Answers from #27 Forward
Ellipses of Increasing Eccentricity Worksheet: Ellipses #27-49 Answers
Worksheet: Ellipses #7-21 (For #19 and 21, only put the equation into standard ellipse form) Answers
Review: Circles and Ellipses Answers
Parabolas (I) #11-23 odd, 31-34, 37 Answers; Parabolas (II) Answers
Hyperbolas (with Answers) For p. 732, do #1-4, 5-15 odd, 21-37 odd
Final-Exam Review:
UNITS:
GRADING POLICY:
CLASS RULES: