## Supported Math Content

1. NUMBERS & QUANTITY

• Operations with Integers, Fractions, Mixed Numbers, Decimals, Powers, and Roots
• Comparing Integers, Fractions, Mixed Numbers, Decimals, Powers and Roots
• Converting Fractions, Mixed Numbers, Decimals, and Percentages
• Scientific notation

2. COMPLEX NUMBERS

• Operations with complex numbers
• Finding Absolute value, Complex conjugate, Real and Imaginary parts
• Converting complex numbers between Standard and Polar form
• Equations with Complex numbers

3. EQUATIONS & INEQUALITIES

• Linear, Quadratic, Exponential, Logarithmic, Rational, Radical (Irrational), Trigonometric, Absolute value equations
• Linear, Quadratic, Exponential, Logarithmic, Rational, Radical (Irrational), Absolute value inequalities
• Systems of Linear, Quadratic, Exponential, Logarithmic, Rational, Radical (Irrational), Absolute value equations
• Compound Equations and Inequalities
• Rewriting inequalities to set-builder or interval notation
• Literal and Parametric equations

4. FUNCTIONS

• Graphs of Linear, Quadratic, Exponential, Logarithmic, Rational, Radical (Irrational), Trigonometric, and Absolute value functions
• Finding Domain, Extrema, Inflection points, Asymptotes
• Determining Even, Odd, or neither
• x- and y-intercepts
• Various transformations (standard form, implicit form, explicit form)
• Converting between rectangular, polar, spherical, cylindrical coordinates
• Finding inverse functions
• Testing for symmetry
• Axis of symmetry
• Tangent lines

5. ALGEBRA

• Simplifying, Factoring, and Evaluating Algebraic expressions
• Simplifying Algebraic fractions and Partial-fraction decomposition
• Polynomial Division
• Binomial theorem, Factorials, Equations with factorials
• Combinations, Permutations, and Variations
• Matrices and Matrix equations
• Determinants
• Mathematical Induction

6. TRIGONOMETRY & ANGLES

• Converting angles between degrees and radians
• Converting angles between decimal and DMS form
• Finding Coterminal angles
• Period of trigonometric functions
• Verifying trigonometric identities

7. SEQUENCES

• Identifying Arithmetic and Geometric sequences
• Sum of Arithmetic and Geometric sequences
• Rewriting in Recursive or Explicit form
• Various tests for Convergence or Divergence

8. CALCULUS

• Limits
• Derivatives (various methods)
• Integrals
• Area below a curve
• Identifying Conics
• Rotations of Conics
• Parametrization of Curves
• Identifying quadratic surfaces
• Rewriting Functions as Power Series
• Differential equations