Day Topic Description Hmwk 1. Intro Class expectations. 2. F1 Functions and representations. 3. F2 Types of Functions

Transcription

1 Day Topic Description Hmwk 1. Intro Class expectations 2. F1 Functions and representations 3. F2 Types of Functions 4. F3 Functions and Rates of Change 5. F4 Difference Quotient 6. FR Review 7. FT 8. L1 Linear Functions and Models 9. L2 Piece-wise Defined Functions 10. L3 Equations of Lines 11. L4 Modeling Linear Data 12. L5 Linear Equations problem solving 13. L6 Linear Inequalities 14. L7 Absolute Value Equations and Inequalities graphically Suppl: piece-wise definition 15. L8 Absolute Value Equations and Inequalities algebraically 16. LR Review 17. LT 18. QF1 Quadratic Functions

2 19. QF2 Quadratic Graphs 20. QF3 Quadratic Models 21. QF4 New Factoring Techniques Sum/difference of cubes Common binomial factors 22. QF4A Factoring Review 23. QF5 Factoring Completely 24. QFR1 Review QFT1 (No Calc) QF6 Solving quadratic equations 27. QF7 Solving for y, domain, discriminant 28. QF8 Quadratic Problem solving 29. QF9 Complex Numbers 30. QF10 Quadratic Inequalities 31. QFR2 Review 32. QFT2 (No Calc) 33. FT1 12 Basic Functions 34. FT2 Basic Transformations 35. FT3 Composition of Transformations 36. FT4 Dance, dance, dance Transformation Practice 37. FT5 Transformations from Tables

3 38. FTR Review 39. FTT (No Calc) 40. P1 Polynomial Functions Extrema, symmetry graphically and algebraically 41. P2 Types of Polynomials End behavior, concavity 42. P3 Number and Types of Roots 43. P4 Real roots of polynomials, writing equations of polynomials 44. P5 Factoring Practice 45. PR1 Review PT1 (No calc) P6 Long Division of Polynomials 48. P7 Synthetic Division, Rational Root Thm, Factor Thm 49. P8 Complex Roots in Polynomials 50. P9 Sketching Polynomials 51. P10 Piece-wise defined polynomials Average rates of change 52. PR2 Review 53. PT2 (No Calc) 54. RF1 Simplifying Rational Expressions 55. RF2 Simplifying Rational Expressions 56. RF3 Rational Functions Domain, vertical asymptotes, removable discontinuities

4 57. RF4 Horizontal and slant asymptotes End behavior 58. RF5 Sketching rational functions 59. RF6 Sketching rational functions 60. RFR1 Review 61. RFT1 (No Calc), no calc 62. RF7 Rational word problems 63. RF8 Solving rational equations 64. RF9 Polynomial inequalities 65. RF10 Rational inequalities 66. RFR2 Review 67. RFT2 (with calc) (WITH CALC) 68. RP1 Exponent rules for integer exponents 69. RP2 Rational exponents 70. RP3 Radicals 71. RP4 Solving radical equations 72. RP5 Solving equations with negative and rational exponents 73. RP6 Power Functions Sketching and word problems 74. RP7 Operations with Functions Function Notation 75. RP8 Composition of Functions

5 76. RP9 Inverse Functions 77. RPR Review 78. King King 79. RPT 80. King King 81. EL1 Exponential Functions and Graphs, e 82. EL2 Logs as inverses, ln 83. EL3 Properties of logs, change of base 84. EL4 Solving exponential and log equations 85. EL5 Log graphs 86. EL6 Log graphs 87. ELR1 Review 88. ELT1 NO CALC 89. EL7 Solving exponential and log equations 90. EL8 Exponential, logistic and ln regressions 91. EL9 Writing models in the form y =ab^t 92. EL10 Writing models in the form y = ae^kt 93. ELR2 Review 94. TFG1 Radian Measure, Special Angles, Area of Sectors

6 95. ELT2 (with calc) (WITH CALC) 96. TFG2 Right Triangle Trig 6 Trig Fcns 97. TFG3 Sin and cos, unit circle reference angles 98. TFG4 Tan, cot, sec and csc 99. TFG5 Sin and cos graphs with transformations, amplitude, frequency, vertical shift 100. TFG6 Sin and cos graphs with transformations, phase shift 101. TFG7 Reciprocal graphs with simple transformations 102. TFGR Review 103. TEI1 Fundamental Trig Identities 104. TFGT (NO calc) 105. TEI2 Simplifying and Factoring Trig Expressions 106. TEI3 Inverse trig functions 107. TEI4 Solving Trig Eqns for all solutions w/ b = TEI5 Solving Trig Eqns w/ b TEI6 Solving Quadratic Trig Eqns 110. TEI7 Double Angle Identities 111. TEI8 Composition of trig and inverse functions 112. TEIR Review 113. VP1 Vectors

7 114. TEIT (NO calc) 115. VP2 Operations w/ Vectors 116. VP3 Applications w/ Vectors 117. VP4 Parametric Curves 118. VP5 Converting Parametric and Rectangular equations 119. VP6 Simulating Motion and Parametric Applications 120. VPR review 121. VPT test 122. PC1 Polar coordinates and graphs 123. PC2 Converting polar and rectangular equations 124. PC3 Graphing Polar Curves 125. PC4 Trig forms of Complex Numbers; DeMoivre stheorem 126. PC5 Roots of Complex Numbers 127. PCR Review 128. SM1 Systems of two eqns and two unknowns 129. PCT 130. SM2 Systems of three eqns and three unknowns 131. SM3 Row operations and row echelon form 132. SM4 Reduced row echelon form

8 133. SM5 Matrix addition, subtraction, scalar and matrix multiplication 134. SM6 Matrix Inverses and Determinants 135. SM7 Solving matrix equations 136. SM8 Matrix Applications suppl 137. SMR Review 138. SMT 139. SS1 Arithmetic and geometric sequences, explicit functions 140. SS2 Arithmetic and geometric sequences, recursive 141. SS3 Sequence applications 142. SS4 Arithmetic series 143. SS5 Geometric series, finite and infinite 144. SS6 Summation, sigma notation 145. SSR Review 146. SST 147. Topical Review Topical Review Topical Review PT Class 1 PT2

9 152. PT PT PT Class 2 PT PT PT PT PT CS1 Circles and completing the square 161. CS2 Parabolas 162. CS3 Ellipses-intercept form and graphing 163. CS4 Ellipses-foci; eccentricity, writing eqns 164. CS5 Ellipse applications 165. CS6 Hyperbolas-graphing, foci, eccentricity 166. CS7 Hyperbola applications 167. CS8 Conic section compare/contrast 168. CSR Review

10 169. CST Missed days: PSAT, SUNY Road Show, Scheduling Assembly, NHS Assembly, Class Olympics, Harvest Walk 161 class days Final review: last weeks of classes (8-10) Local Final Exam on local final day Plus 4 staff days, 2 local final days, 8 Regents exams days (+13 to equal 186 school days with Snow days (6) ) (but 1 snow day = last Regents day so don t double count in the +13)