Note the links above that include handouts, book, and classroom notes.

 

[Semester 1 HW: original Ch.1–3 handout] - [Updated for Ch.2–3] [Semester 2 HW: Ch.4–5]

 
Geometry Assignments
HW# Date Date Book First Page
Comments
361     3.6 107 A1, 3, 5, 7, 9. Patterns.
362     3.6 108 B26, C28, 29. Inductive reasoning.

 

 
Geometry Assignments
HW# Date Date Book First Page
Comments
411     4.1 120 Written Exercises A1, 3, 5, 7, 8, 11. Definition of congruent triangles.
412     4.1 120 A13, B19, B20. Congruence on a coordinate system.
421     4.2 124 A1–15 odd. Deducing triangle congruence based on postulates.
422     4.2 126 A16, A17, B19. Proofs using congruence postulates.
431     4.3 130 A1, A2, A5, A6. Deducing information after proving polygons congruent.
432     4.3 132 Chapter 4 Self Test 1.
441     4.4 137 A1–8all. Find angles and lengths using congruence theorems.
442     4.4 137 A9, A13, B15, B17. Proof using congruence theorems.
443     4.4 138 B23, B25, B27, B29. Find values.
451     4.5 142 Classroom Exercises 1–9, 10–13. State congruence methods.
452     4.5 144 Written Exercises A5, 6, 7; B11, B13. Choose methods.
453     4.5 143 A1, A3, B15. Proofs.
454     4.5 146 Chapter 4 Self Test 2.
461     4.6 148 A1, A3, B7. Reasons for steps in proofs.
462     4.6 150 B9, B10. Use paragraph proofs.
471     4.7 156 A1–6all. Draw triangles: medians, altitudes, perpendicular bisectors.
472     4.7 156 A7–12all. Complete statements about bisectors.
473     4.7 157 B18, B21, B23, B24. Proofs including paragraph proofs.
474     4.7 159 Chapter 4 Self Test 3.
475     4.7 160 Chapter 4 Review.
476     4.7 162 Chapter 4 Test.
477     4.7 165 Cumulative Review: Chapters 1–4.

 

 
Geometry Assignments
HW# Date Date Book First Page
Comments
1021     10.2 383 A1, 2, 3, 4. Constructions 4–7: parallel and perpendicular lines.
1022     10.2 383 A5, 6; 9. Constructions; 45º angle.
1023     10.2 383 A7, 8; B15; C26. More constructions.
1031     10.3 388 A1, 2–5all, B11. Concurrent lines.
1032     10.3 390 Chapter 10 Self Test 1: 1–7all. (Can try 8. Need Pythagorean Theorem.)

 

 
Geometry Assignments
HW# Date Date Book First Page
Comments
511     5.1 169 A5, 7, 9; 19, 21; B23. Parallelograms.
521     5.2 172 List five ways to prove that a quadrilateral is a parallelogram.
522     5.2 173 Classroom Exercises 1–9. Are they parallelograms?
531     5.3 180 A1–4all, 7–9all, 10–11; B16–17. Parallelogram theorems.
532     5.3 182 Chapter 5 Self Test 1.
541     5.4 186 Classroom Exercises 1–4. Identify shapes.
542     5.4 187 A1–10all. Properties of quadrilaterals.
543     5.4 187 A11–19all. Properties of quadrilaterals.
551         Sheet 551: Quadrilateral Properties Problems. [handout]
552     5.5 192 A1–9all. Trapezoids: find x.
553     5.5 193 A14–16all; B17, B18. Trapezoids inside trapezoids.
554     5.5 193 B21–25all; B28, B29. Joining midpoints; Kites.
555     5.5 195 Chapter 5 Self Test 2.
556     5.5 197 Chapter 5 Review.
557     5.5 199 Chapter 5 Test.
558     5.5 200 Cumulative Review: Chapters 1–5.
559        

Quiz review: 5–1:1–7odd; 5–2:1–5odd; 5–3:1–13odd; 5–4:1–15odd; 5–5:1–11odd. - [handout]