# Calendar

 Day Date Section Homework TEXT: Elementary College Geometry by Africk 1 Tue 8/30/11 1.1 Lines: pp. 1-6: Ex. A-D Page 7: 1-5 odd 7.5  Circumference of a Circle: pp. 331-335: Ex. A, D Page 339: 1-5 odd, 19-23 odd, 1.2 Angles  pp. 8-13: Ex. A-C Page 14: 1-27 odd 1.3 Angle Classifications: pp.17-24: Ex. A-F Page 26: 1-25 odd 2 Thu 9/1/11 1.4 Parallel Lines: pp. 30-38: Ex. A-E Page 42: 1-25 odd 6.1  The Area of a Rectangle and Square: pp. 244-247: Ex. A-B, D Page 249: 1-5 odd, 15, 17 7.6  Area of a Circle: pp. 342: Ex. A Page 348: 1, 3, 7, 9 1.5  Triangles: pp. 46-54: Ex. A-F Page 55: 1-25 odd 6.3  The Area of a Triangle: pp. 260-264: Ex. A Page 265:  1, 3, 7, 21, 23 3 Tue 9/6/11 4.1 Proportions: pp. 157-160: Ex. A, B Page 161: 1-11 odd 4.2 Similar Triangles: pp. 162-169: Ex. A-H Page 173: 1-21 odd 4 Thu 9/8/11 5.1 The Trigonometric Functions: pp. 215-222: Ex. A-G Page 223: 1-19 odd 5.2 Solution of Right Triangles: pp. 225-230: Ex. A-G Page 234: 11-41odd 5.3  Applications of Trigonometry: Ex. A-C Page 242: 1-5 odd 5 Tue 9/13/11 Field Trip – Brooklyn Bridge TEXT: Intermediate Algebra by Miller, O’Neill & Hyde 6 Thu 9/15/11 4.1 (Ex. 1-3) Properties of Integer Exponents and Scientific Notation (pp. 314-316) p. 321: 11-17 odd, 25-31 odd, 33-55 odd, 61, 63 7 Tue 9/20/11 Exam 1 (Days 1-4) 4.1 (Ex. 4-7) Properties of Integer Exponents and Scientific Notation (pp. 317-320) p. 321:  65, 69-83 odd, 85-90 all, 91-103 odd 8 Thu 9/22/11 2.1 (Ex. 1-6, 8, 9) Linear Equations in Two Variables (pp. 128-137) p. 140: 15-29 odd 2.2 (Ex. 2-7) Slope of a Line and Rate of Change (pp. 145-150) p. 153: 13-23 odd, 39-51 odd 2.3 (Ex. 1-3) Equations of a Line (pp. 156-159) p. 165: 7-17 odd, 25-29 odd, 33-37 odd 9 Tue 9/27/11 2.3 (Ex. 4-8) Equations of a Line (pp. 159-163) p. 167: 39-73 odd Thu 9/29/11 No Classes Tue 10/4/11 Friday Schedule 10 Thu 10/6/11 3.1 (Ex. 1-4) Solving Systems of Linear Equations by the Graphing Method (pp. 234-238) p. 239:  3-7 odd, 15-23 odd, 27, 31 3.2 (Ex. 1-3) Solving Systems of Linear Equations by the Substitution Method (pp. 243-246) p. 248:  9-21 odd, 25, 35-37 all 11 Tue 10/11/11 3.3 (Ex. 1, 2, 5) Solving Systems of Linear Equations by the Addition Method (pp. 249-253) p. 254: 5-11 odd, 15, 19, 23, 27, 29, 35 3.4 (Ex. 1, 2, 4, 5) Applications of Systems of Linear Equations in Two Variables (Optional) (pp. 256-261) p. 262:  (Optional) 5, 9, 11, 17, 23, 29 12 Thu 10/13/11 4.2 (Ex. 1-5, 7, 8 — only examples with integer coefficients)  Adding & Subtracting Polynomials (pp. 323-328) p. 330:  19, 21, 25-29 odd, 37-43 odd, 47, 49, 51-71 odd, 75 (G), 89 (G), 85, 95 4.3 (Ex. 1-5) Multiplication of Polynomials (pp. 334-337) p. 340:  7, 8, 13, 14, 17-25 odd, 31, 32, 37, 41-53 odd,  93 (G), 97-101 odd (G) 13 Tue 10/18/11 Exam 2 (Days 5-11) 14 Thu 10/20/11 4.4 (Ex. 1-3) Division of Polynomials (pp. 343-347) p. 351:  9-17 odd, 25, 27-30 all, 31-37 odd 4.5 (Ex. 1-5) The Greatest Common Factor & Factoring by Grouping  (pp. 354-358) p. 360:  9-25 odd, 31-37 odd, 45-49 odd, 71 (G) 15 Tue 10/25/11 4.6 (Ex. 1-9) Factoring Trinomials (pp. 362-371) p. 373:  9-35 odd, 55-58 all, 87, 88, 91, 93, 94, 95 4.7 (Ex. 1-3) Factoring Binomials  (pp. 376-377) p. 383:  11-17 all, 59, 60, 95 (G), 96 (G) 16 Thu 10/27/11 4.8 (Ex. 1-3, 7, 8) Solving Equations by Using the Zero Product Rule  (pp. 388-393) p. 397:  17-20 all, 25-35 odd, 42, 43, 45, 63 (G), 65 (G), 67 (G), 72 (G), 75 (G) 17 Tue 11/1/11 5.1 (Ex. 3, 4, 6) Rational Expression (pp. 416-422) p. 424:  31-39 odd, 43, 48, 65-73 odd 5.2 (Ex. 1-3) Multiplication of Rational Expression (pp. 426-428) p. 429:  11-21 odd, 23-31 odd 18 Thu 11/3/11 5.3 (Ex. 1-9) Addition & Subtraction of Rational Expressions (pp. 431-438) p. 438:  7-11 odd, 33-45 odd, 49-57 odd, 79 (G),81 (G) 5.5 (Ex. 1-5) Solving Rational Equations (pp. 449-454) p. 455:  9-19 odd, 29-37 odd 19 Tue 11/8/11 6.1 (Ex. 1-3) Definition of an nth Root (pp. 492-494) p. 500:  7-15 odd 6.3 (Ex. 1, 3-6 — only examples with square roots) Simplifying Radical Expressions (pp. 510-514) p. 515:  9, 13, 17, 19, 21, 25, 33, 35, 37, 45, 47, 49, 53, 55, 61, 65, 67, 69, 71, 77 (G), 79 (G) 20 Thu 11/10/11 Exam 3 (Days 12-18) 6.4 (Ex. 1-4 — only examples with square roots) Addition and Subtraction of Radicals (pp. 517-519) p. 520:15, 19, 23, 35, 37, 39, 41, 45, 51, 55, 57, 79 (G), 81 (G) 21 Tue 11/15/11 6.5 (Ex. 1-7 — only examples with square roots) Multiplication of Radicals (pp. 522-526) p. 528: 11, 17, 19, 21, 23, 29, 31, 35, 37, 41, 45, 47, 51, 55, 57, 61, 63, 77, 85 (G), 87 (G) 6.6 (Ex. 1, 3, 5, 7-9 — only examples with square roots) Division of Radicals and Rationalization (pp. 531-537) p. 538:  11, 13, 17, 31-39 odd, 53, 63, 65, 67, 75-81 odd 22 Thu 11/17/11 6.7 (Ex. 1, 4) Solving Radical Equations (pp. 540-543) p. 547:  11-16 all, 21, 23, 37-42 all, 63, 64 23 Tue 11/22/11 7.1 (Ex. 1-3) Square Root Property (pp. 574-575) p. 580:  2-5 all, 8, 9, 11, 15 7.2 (Ex. 1, 3, 8) Quadratic Formula (pp. 583-592) p. 595:  9, 12, 15-20 all, 23, 25, 41 (G), 43 (G), 77 Thu 11/24/11 No Classes TEXT: Elementary College Geometry by Africk 24 Tue 11/29/11 2.1 The Congruence Statement: pp. 67-70: Ex. A-C Page 71: 1-9 odd 2.2 The SAS Theorem: pp. 73-78: Ex. A-C Page 81: 1-23 odd 25 Thu 12/1/11 Exam 4 (Days 19-23) 2.3 The ASA and AAS Theorem: pp. 84-91: Ex. A-D Page 93: 1-21 odd 2.5 Isosceles Triangles: pp.103-109: Ex. A-D Page 111: 1-13 odd 2.6 The SSS Theorem: pp. 113-115: Ex. A, B Page 118: 1-7 odd 26 Tue 12/6/11 3.1 Parallelograms: pp. 130-138: Ex. A-G Page 139: 1-17 odd 4.4 Pythagorean Theorem: pp. 182-186: Ex. A-D Page 192: 1-15 odd 27 Thu 12/8/11 4.5 Special Right Triangles: pp. 197-203: Ex. A-D Page 207: 1-19 odd 6.1  Area of a Rectangle and Square: pp. 244-247: Ex. C Page 249: 7-13 odd 6.2  The Area of Parallelogram: pp. 253-257: Ex. A, B, D, E Page 258: 1-13 odd 6.3  The Area of a Triangle: pp. 260-264: Ex. B, C Page 265: 5, 9-19 odd 28 Tue 12/13/11 Project Presentations 29 Thu 12/15/11 Final Review 30 Tue 12/20/11 Final Exam