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Subject to change without notice
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Last updated:
10/14/2024
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SessionDateTopicTextbookPractice ProblemsWebwork SetWebwork Due
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11/30Properties of Integer ExponentsChapter 4, Section 4.1, pages 320-324p.327: 11-29 odd,33,35,41,47,63,67,75IntegerExponents2/5
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Adding and Subtracting Rational ExpressionsChapter 5, Section 5.3, pages 437-444p.445: 7-23, 27-49 oddReducingRationalExpressions
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AddRationalExpressions
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AddRationalExpressions2
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22/1Complex FractionsChapter 5, Section 5.4, pages 447-452p.452: 9-15,17-23 odd, 31,33ComplexFractions-Method12/7
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ComplexFractions-Method2
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32/6Fractional EquationsChapter 5, Section 5.5 pages 454-460 p.460: 9-33 oddFractionalEquations2/12
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42/8Roots and RadicalsChapter 6, Section 6.1, pages 496-502p.505: 9-37 odd,59,65,67,79HigherRoots2/14
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HigherRoots-Algebraic
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Rational ExponentsChapter 6, Section 6.2, pages 508-512p.513: 9,13,17,19,25,29,33,41,45,53,65,73,81,93RationalExponents
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52/13Simplifying Radical ExpressionsChapter 6, Section 6.3, pages 515-519p.520: 9,13,17,21,25,33,39,55,59,63,79SimplifyingRadicals2/19
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Addition and Subtraction of RadicalsChapter 6, Section 6.4, pages 522-525p.526: 15,19,23,35,37,41,51,55,57,61,81AddSubtractRadicals
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62/15Multiplication of RadicalsChapter 6, Section 6.5, pages 528-532p.534: 11,17,19,21,23,25,29,31,35,37,55,57,61,63, 67,77,79,87MultiplyRadicals2/21
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72/22Division of Radicals and RationalizationChapter 6, Section 6.6, pages 536-543 (skip examples 4 and 6)p.544: 11,13,17,21,31,35,39,53,57,63,67,71,77,81None
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82/27Solving Radical EquationsChapter 6, Section 6.7, pages 546-549p.554: 13-18,25-28,41-46RadicalEquations3/5
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93/1Complex NumbersChapter 6, Section 6.8, pages 557-563p.564: 15-27,31-35,53-57,61-69,81-89 oddComplexNumbers3/7
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103/6Quadratic EquationsChapter 4, Section 4.8 pages 394-396 (omit example 2)p.404: 21-403/12
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The Square Root Property and Completing the SquareChapter 7, Section 7.1, pages 582-587p.589: 3-19,27-33,37-53 oddSquareRootProperty
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113/8First Examination
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The Quadratic FormulaChapter 7, Section 7.2, pages 592-594, 596-602 (Derive the quadratic formula)p.603: 9-25,49-55 odd, 69,73,77,81,85QuadraticFormula3/14
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123/13Applications of Quadratic EquationsChapter 4, Section 4.8, pages 398-40p.405: 65,69,71,73,75None-
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Chapter 7, Section 7.2, pages 594-595p.603: 39-47 odd
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133/15Graphs of Quadratic FunctionsChapter 7, Section 7.4, pages 612-620p.621: 11-15,19-23,29-35,45,47,51-61 oddShiftingParabolas3/21
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Vertex of a ParabolaChapter 7, Section 7.5, pages 626-630p.633: 17-23 odd,29,31,37,41,43ParabolaVertices-CtS
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ParabolaVertices-VertexFormula
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143/20
Distance Formula, Midpoint and Circles
Chapter 9, Section 9.1, pages 754-759
p.760: 5,9,11,13,23-31 odd,39,41,45,61,63,65,69,75
DistanceFormula3/26
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Circles
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Perpendicular BisectorSupplemental Material
Supplemental Problems on Perpendicular Bisector
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153/22
Systems of Three Linear Equations in Three Variables
Chapter 3, Section 3.6, pages 283-289
p.290: 11-17 odd,21,23,27,35-39 odd3x3-Systems3/28
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163/27
Determinants and Cramer’s Rule (optional)
Appendix A.1, pages A-1 to A-9p.A-10: 35-45 odd,49,55,57
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Systems involving Nonlinear Equations
Chapter 9, Section 9.4, pages 784-788
p.790: 23-37 odd,49NonLinearSystems4/2
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173/29Second Examination
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184/10Angle Measure and Special TrianglesChapter 1, Section 1.1, pages 2-6p.7: 45-57 oddSpecialTriangles4/16
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The Trigonometry of Right TrianglesChapter 2, Section 2.1, pages 46-50p.51: 7-21 oddTrigonometryRatios
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194/12Solving Right Triangles
Chapter 2, Section 2.2, pages 54-56
p.57: 7-47 oddSolvingRightTriangles4/18
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Applications of Static TrigonometryChapter 2, Section 2.3, pages 63-66p.69: 35-38
SolvingRightTriangles-Inverse Trig
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204/17Angle Measure in RadianChapter 3, Section 3.1, pages 90-93
p.95: 25-39 odd, 43,45,49-61odd,67-71odd
AngleMeasure-Radians4/23
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Trigonometry and the Coordinate Plane
Chapter 1, Section 1.3, pages 22-27
p.28: 25-31 odd, 45,47,55-63 odd,64,73-79 odd
CoordinatePlaneTrig
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214/19Unit Circles
Chapter 3, Section 3.3, pages 108-113
p.115: 29-35 odd,37-40UnitCircle4/25
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224/24
Graphs of the Sine and Cosine Functions
Chapter 4, Section 4.1, pages 134-144
p.145: 1-3,17-29 odd,33-39 oddGraphingSineCosine4/30
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Graphs of Tangent and Cotangent Functions (optional)
Chapter 4, Section 4.2, pages 153-159
p.160: 15,19,21,39,43,47
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234/26
Fundamental Identities and Families of Identities
Chapter 1, Section 1.4, pages 31-35p.35: 11-37 oddNone
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Chapter 5, Section 5.1, pages 212-214
p.216: 13-29 odd,37,43,51
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245/1Trigonometric Equations
Chapter 6, Section 6.3, pages 284-290
p.292: 13,17,21,25,31,35,43-49 odd,79,80
TrigEquations5/7
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255/3
Oblique Triangles and the Law of Sines
Chapter 7, Section 7.1, pages 316-322
p.324: 7-23 oddLawOfSines5/9
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The Law of Cosines
Chapter 7, Section 7.2, pages 329-332
p.338: 7-11 odd, 21-29 oddLawOfCosines
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265/8Third Examination
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Exponential Functions
Chapter 8, Subsections 8.3.1, 8.3.2, 8.3.4., pages 680-686
p.687: 9-25 odd,43,49ExponentialFunctions5/14
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275/10Logarithmic Functions
Chapter 8, Section 8.4, pages 690-693 and examples 8, 9
p.699: 11-61 oddLogarithmicFunctions5/18
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285/15Properties of Logarithms
Chapter 8, Section 8.5, pages 704-709
p.710: 17-29 odd, 45-55 odd, 63-64,67-71,79,81,91
LogarithmicProperties5/21
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Compound Interest
Chapter 8, Section 8.6, pages 712-715 (omit example 3).
p.721: 11,13CompoundInterest
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295/22Exponential Equations
Chapter 8, Section 8.7, pages 726-734
p.735: 39-49 odd,55-61 odd,73,75,77,79,87
ExponentialEquations5/21
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ExponentialEquations-Calc
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305/24Final Examination
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