Course Map for
Month 
Topic 
Learning Activity [Core = Standard] 
Assessment 
August September 
Linear Equations and Inequalities Graphing Review Solving Equations Algebraically and Graphically Rational Equations Radical Equations Solving Inequalities Algebraically and Graphically 
Graphs of Equations Graphing Techniques with Calculator Review of Solving Equations [ I ] Review of Solving Inequalities [ I ] 
Random quizzes Check of homework Daily feedback and review of topics Exams over core standards 
September 
Lines in the Plane Functions Graphs of Functions Transformations of Graphs Function Operations Inverse Functions Exponential Functions 
Review of =
Lines [ I =
] Function =
Notation [ II =
] Domain and =
Range of=20
Functions =20
[ II:3.a=20
] Piecewise =
Functions [=20
II:2.b ] Shifts, =
Reflections,=20
and Stretches [ II:2.c=20
] Function =
Operations and=20
Composition [ II:3.a ] Onetoone and Inverse Functions [II:3.a = ] Even/Odd Functions [ II:3.a ] 
Random quizzes Check of homework Daily feedback and review of topics Exams over core standards 
October 
Quadratic Functions Polynomial Functions of Higher Degree Real Zeros of Polynomial Functions Complex Numbers The Fundamental Theorem of Algebra Rational Functions and Asymptotes Graphs of Rational Functions 
Graphs of =
Quadratic=20
Functions [ II:2.b=20
] Characteristics of=20
Graphs Polynomial Functions [ II:1.d, II:3.c.d =
] Long =
Division of=20
Polynomials [ II:1.c=20
] Synthetic =
Division [=20
II:1.c ] Remainder =
and Factor=20
Theorems [ II:1.c=20
] Rational =
Zero Test [=20
II:1.b ] Finding =
Real Zeros of a=20
Polynomial Function [ II:1.b ] Operations =
with Complex=20
Numbers [ II:1.b=20
] Finding All =
Zeros of a=20
Polynomial Function [ II:1.b.c.d ] Asymptotes =
of Rational=20
Functions [ II:2.b=20
] Graphing Rational Functions [ II:2.b ] 
Random quizzes Check of homework Daily feedback and review of topics Exams over core standards 
November 
Exponential Functions and Their Graphs Logarithmic Functions and Their Graphs Properties of Logarithms Solving Exponential and Logarithmic = Equations Exponential and Logarithmic Models 
Characteristics of =
Exponential=20
Functions and Their Graphs =
[=20
II:2.b ] Definition of Logarithms [ II =
] Characteristics of =
Logarithmic=20
Functions and Their Graphs [ II:2.b.c ] Properties of Logarithms [ II =
] Compound Interest [ II:2.a=20
] Exponential Growth & =
Decay [=20
II:2.a] 
Random quizzes Check of homework Daily feedback and review of topics Exams over core standards 
December 
Solving Systems of Equations Systems of Linear Equations in Two Variables Partial Fractions Matrices and Systems of Equations Operations with Matrices The Determinant of a Square Matrix The Inverse of a Square Matrix Applications of Matrices and Determinants 
Solving =
Systems=20
Graphically, with Substitution Method, and Elimination Method [ I=20
] Partial =
Fraction=20
Decomposition Matrices =
used to Solve=20
Systems [ I:1.a.e=20
] Matrix =
Operations [=20
I:1.b.c ] Determinants [ II:1.d=20
] Inverse =
Matrices [=20
II:1.d ] Cramer=92s Rule [ II:1.a.e ] 
Random quizzes Check of homework Daily feedback and review of topics Exams over core standards 
January 
1^{st} Semester Final Test Sequences and Series Arithmetic Sequences and Partial Sums Geometric Sequences and Series 
Definitions of Sequences and=20
Series [I:2.a=20
] Recursive Sequences [ I:2.a=20
] Formulas for Arithmetic =
Sequences and=20
Series [ I:2.c.d ] Formulas for Geometric =
Sequences and=20
Series [ I:2.c ] Infinite Geometric Series [ =
I:2.e=20
] 
Random quizzes Check of homework Daily feedback and review of topics Exams over core standards 
January 
Introduction to Conics: Parabolas Ellipses Hyperbolas 
Equations of Conics: =
Parabolas,=20
Ellipses, and Hyperbolas [ III: 3.a ] Graphs of Conics [ III:3.b=20
] 
Random quizzes Check of homework Daily feedback and review of topics Exams over core standards 
February  March 
Radian and Degree Measure Right Triangle Trigonometry Trigonometric Functions: The Trigonometric Functions of Any Angle Graphs of Sine and Cosine Functions Graphs of Other Trigonometric Functions Inverse Trigonometric Functions Applications and Models 
Radians and=20
Degrees Trigonometric Functions of =
Right=20
Triangles Special Right Triangles: =
454590 and=20
306090 Trigonometric Functions on =
the Unit=20
Circle [ III:1.a ] Trigonometric Functions for =
Any Angle [=20
III:1.a ] Characteristics of Graphs of =
Sine and=20
Cosine [ III:1.e ] Characteristics of Graphs of =
Tangent=20
and Cotangent [ III:1.e ] Characteristics of Graphs of =
Secant and=20
Cosecant [ III:1.e ] Properties of Inverse =
Trigonometric=20
Functions Applications of Trigonometry =
[III:1.d]=20

Random quizzes Check of homework Daily feedback and review of topics Exams over core standards 
March =20 April 
Using Fundamental Identities Verifying Trigonometric Identities Solving Trigonometric Equations Sum and Difference Formulas Multiple Angle Formulas 
Verifying =
Identities [=20
III:1.b ] Solving =
Trigonometric=20
Equations [III:1.c ] Using Sum =
and=20
Difference Formulas to Evaluate Trigonometric=20
Expressions [ III:1.b.c =
]=20
Using =
DoubleAngle and=20
HalfAngle Formulas to Evaluate Trigonometric Expressions [ =
III:1.b.c=20
] 
Random quizzes Check of homework Daily feedback and review of topics Exams over core standards 
May 
Law of Cosines Law of Sines DeMoivre=92s Theorem 
Law of Cosines [ III:1.d=20
] Law of Sines=20
[ III:1.d ] Area Formulas Based in=20
Trigonometry Applications of Laws of =
Cosines and=20
Sines [ III:1.d =
] Trigonometric Form of Complex =
Numbers [=20
III:2.a ] Multiplying & Dividing Complex Numbers =
in=20
Trigonometric Form [ III:2.d =
] DeMoivre=92s Theorem [ II:2.d =
] 
Random quizzes Check of homework Daily feedback = and review=20 of topics Exams over core standards 
May 
Parametric Equations Polar Coordinates Graphs of Polar Equations 2^{nd} Semester Final Test 
Parametric Equations [ =
III:2.e=20
] Polar =
Coordinates Conversion Between Polar and=20
Rectangular Coordinates and Equations [ III:2.b =
] Graphs of Polar Equations: =
Circles,=20
Lemniscates, Limacons, and Rose Curves =
[ III:2.c=20
] Characteristics of Graphs of =
Polar=20
Equations [ III:2.c ] 
Random quizzes Check of homework Daily feedback = and review=20 of topics Exams over core standards 

Because this course is designed to parallel the content found = in SLCC=20 MATH 1050 and 1060, the following topics/standards are not = covered. 
Raise a binomial to a power using the Binomial=20 Theorem. [ II:1.a ] Compute probabilities for discrete distributions = and use=20 sampling distributions to calculate approximate probabilities [ = IV:1 ] Analyze bivariate data using linear regression = methods [=20 IV:2 ] 
