January 8: 0.3 Inequalities, Intervals, and Absolute Value
Ed 2: p.33 Number 1-60
Ed 3: p.29 Number 1-62
January 10: 1.1 Functions
Ed 2: p.49 Number 1-58
Ed 3: p.45 Number 1-60
1.2 The Coordinate Plane and Graphs
Ed 2: p.62 Number 1-46
Ed 3: p.56 Number 1-50
January 12: 1.3 Function Transformation and Graphs
Ed 2: p.81 Number 1-58
Ed 3: p.73 Number 1-60
1.4 Composition of Functions
Ed 2: p.98 Number 1-48
Ed 3: p.88 Number 1-50
January 17: 1.5 Inverse Functions
Ed 2: p.113 Number 1-30
Ed 3: p.101 Number 1-34
1.6 A Graphical Approach to Inverse Functions
Ed 2: p.125 Number 1-36
Ed 3: p.111 Number 1-38
January 19: 2.1 Lines and Linear Functions
Ed 2: p.142 Number 1-44
Ed 3: p.128 Number 1-46
January 22: 2.2 Quadratic Functions and Parabolas
Ed 2: p.162 Number 1-74
Ed 3: p.146 Number 1-82
January 24: 2.3 Exponents
Ed 2: p.184 Number 1-98
Ed 3: p.167 Number 1-100
January 26: 2.4 Polynomials
Ed 2: p.202 Number 1-30
Ed 3: p.183 Number 1-32
January 29: 2.5 Rational Functions
Ed 2: p.216 Number 1-38
Ed 3: p.195 Number 1-32, 37-42
January 31: 3.1 Logarithms as Inverses of Exponentiation
Ed 2: p.232 Number 1-80
Ed 3: p.209 Number 1-82
February 2: 3.2 Applications of the Power Rule for Logarithms
Ed 2: p.242 Number 1-40
Ed 3: p.219 Number 1-44
February 5: 3.3 Applications of the Product and Quotient Rules for
Logarithms
Ed 2: p.253 Number 1-40
Ed 3: p.228 Number 1-44
=February 7: 3.4 Exponential Growth
Ed 2: p.271 Number 1-34
Ed 3: p.245 Number 1-36
February 9: 3.5 e and the Natural Logarithm
Ed 2: p.286 Number 1-50
Ed 3: p.256 Number 1-52
February 12: 3.7 Exponential Growth Revisited
Ed 2: p.306 Number 1-32
Ed 3: p.274 Number 1-32
February 14: Review
February 16: Exam 1
February 19: 4.1 The Unit Circle
Ed 2: p.322 Number 1-52
Ed 3: p.289 Number 1-48, 53-58
February 21: 4.2 Radians
Ed 2: p.338 Number 1-44
Ed 3: p.302 Number 1-50
February 23: 4.3 Cosine and Sine
Ed 2: p.351 Number 1-32
Ed 3: p.313 Number 1-34
February 26: 4.4 More Trigonometric Functions
Ed 2: p.362 Number 1-40
Ed 3: p.322 Number 1-42
February 28: 4.5 Trigonometry in Right Triangles
Ed 2: p.371 Number 1-36
Ed 3: p.331 Number 1-38
March 1: 4.6 Trigonometric Identities
Ed 2: p.385 Number 1-70
Ed 3: p.343 Number 1-72
March 4: 5.1 Inverse Trigonometric Functions
Ed 2: p.403 Number 1-48
Ed 3: p.359 Number 1-52
March 6: 5.2 Inverse Trigonometric Identities
Ed 2: p.413 Number 1-32
Ed 3: p.371 Number 1-42
March 8: 5.3 Using Trigonometry to Compute Area
Ed 2: p.426 Number 1-40
Ed 3: p.383 Number 1-40
March 18: 5.4 The Law of Sines and the Law of Cosines
Ed 2: p.439 Number 1-24
Ed 3: p.395 Number 1-24
March 20: 5.5 Double-Angle and Half-Angle Formulas
Ed 2: p.454 Number 1-70
Ed 3: p.407 Number 1-70
March 22: 5.6 Addition and Subtraction Formulas
Ed 2: p.467 Number 1-36
Ed 3: p.418 Number 1-36
March 25: Transformation of Trigonometric Functions
Ed 2: 6.1 p.485 Number 1-34
Ed 3: 5.7 p.430 Number 1-36
March 27: Review
March 29: Exam 2
April 1: Polar Coordinates
Ed 2 6.2 p.501 Number 1-30
Ed 3 7.1 p.491 Number 1-32
April 3: Polar Coordinates (cont)
April 5: Vectors
Ed 2: 6.3 p.514 Number 1-20
Ed 3: 7.3 p.503 Number 1-22
April 8: Complex Numbers
Ed 2: 6.4 p.526 Number 1-40
Ed 3: 7.3 p.514 Number 1-42
April 10: The Complex Plane
Ed 2: 6.5 p.538 Number 1-14
Ed 3: 7.4 p.524 Number 1-14
April 12: The Complex Plane (cont)
April 15: Euler's Formula
Exercises 1-10
April 17: Review
April 19: Review