a. Polygonal Numbers *
b. Summing Triangular Numbers *
c. Summing Reciprocals of Triangular Numbers *
d. Pythagorean Triples
e. Arithmetic Sequences and Series
f. Geometric Sequences and Series
g. Finding Patterns within Patterns *
h. Memorizing the Fibonacci Numbers *
i. Fibonacci Patterns
j. Adding Fibonacci Numbers * Look at 4.3.1
k. Adding Odd/Even Fibonacci Numbers * Look at 4.3.1
l. Adding Squares of Fibonacci Numbers * Look at 4.3.1

a. Relating Points (Midpoint, Distance, Slope)
b. Triangle Existance
c. Finding the last Side of a Specific Triangle * (acute / right/ obtuse)
d. Interior/Exterior Angles of a Polygon *
e. Diagonals of a Polygon *
f. Perimeter and Area of Polygons and Circles
g. Properties of Right Triangles
h. Equilateral Triangles and Regular Hexagon Area Problems *
i. Regular Polygon Problems
j. Volume and Surface Area*
k. Platonic Solids and Euler's Formula *

a. Pi and e approximations *
b. Phi approximations *
c. Roots and Discriminants of Quadratic Equations
d. Vertices of Quadratic Equations * (vertex of a Parabola)
e. Solving Absolute Value Equations
f. Solving Quadratic Equations
g. Finding Slope
h. Solving Linear Systems
i. Laws of Exponents *
j. Inequalities
k. Direct and Inverse Variation
l. Complex Numbers*
m. Understanding Logs *
n. Conics
o. Function Domains and Ranges
p. Function Inverses *
q. Sum and Products of Roots of Polynomials *

a. Sets *
b. Counting Subsets of Sets *
c. Number of Prime/Integral Divisors *
d. Sum of Integral Divisors *
e. Number of Relatively Prime Integers less than N *
f. Sum of Relatively Prime Integers less than N *
g. Factorial Problems *
h. Permutations and Combinations *
i. Distance between a Point and a Line *
j. Distance between Parallel Lines *
k. Converting Distance and Velocity *
l. Converting between Fahrenheit and Celcius *
m. Converting between Fluid and Weight *
n. Converting between Distance, Area, and Volume *
o. Converting Miscellaneous Other Values * Conversions part 2
p. Important Fractions to Percents and back * See note!
q. Percent Problems

a. Sets *
b. Maximum and Minimum Problems with a restriction on Range * 4.5.6
c. Calendar Problems
d. Finding determinants of 2x2 matrices
e. Probability *
f. Mean Median and Mode
g. Geometric and Harmonic Means *
h. Trigonometric Values such as Sine and Cosine *
i. Applying Trigonometric Formulas *
j. Modular Arithmetic*
k. Factorial Problems with Modular Arithmetic *
l. Simple Limits *
m. Simple Derivatives *
n. Simple Integrals *

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