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“Math Pro” will take you through high-school Math and beyond. It is a powerful tool that is overflowing with the tutorials, examples, and solvers from the following applications: Algebra Pro, Geometry Pro, Probability Pro, Statistics Pro, PreCalculus Pro, and Calculus Pro.
“Math Pro” is completely searchable, and it covers an astonishing array of topics:
– Classifying Numbers
– Points and Lines
– Systems of Equations
– Word Problems
– Inequalities
– Linear Programming
– Direct and Inverse Variation
– Polynomials
– Zeros and End Behavior
– Synthetic Division
– Remainder Theorem
– Factoring
– Domains and Ranges
– Compositions of Functions
– Function Transformations
– Inverse Functions
– Piecewise Functions
– Quadratic Functions
– Quadratic Formula
– Perimeter, Area and Volume
– Angles
– Segments
– Midpoints
– Distance Formula
– Distance from Point to Line
– Law of Sines
– Law of Cosines
– Solving Triangles
– Similar Triangles
– Congruent Triangles
– 30-60-90 Triangles
– 45-45-90 Triangles
– Medians
– Altitudes
– Perpendicular Bisectors
– Orthocenters
– Circumcenters
– Centroids
– Circles
– Quadrilaterals
– Regular Polygons
– Logic Statements
– Postulates and Theorems
– Geometric Proofs
– Venn Diagrams
– Bayes’ Theorem
– Survey Results
– Odds
– Permutations
– Combinations
– Taking Balls from Urns
– Replacement vs. Non-Replacement
– Independent Events
– Dice
– Roulette
– Lottery
– Poker
– General Card Problems
– Expected Value
– Birthday Problem
– Five Number Summaries
– Outliers
– Linear Regression
– Chebyshev’s Theorem
– Normal Distributions
– Binomial Distributions
– Poission Distributions
– Exponential Distributions
– Chi Squared Distributions
– T-Tests
– Confidence intervals
– Uniform Random Number Generator
– Binomial Random Number Generator
– Gaussian Random Number Generator
– Poisson Random Number Generator
– Exponential Random Number Generator
– Logarithms
– Logarithmic Functions
– Exponential Functions
– Rational Functions
– Compound Interest
– Graph Symmetry
– Conic Sections
– Arithmetic Sequences
– Geometric Sequences
– Matrices
– Binomial Expansion
– Complex Numbers
– Rectangular and Polar Notation
– Standard Unit Circle
– Unit Circle Representations of the Six Trig Functions
– Attributes and Graphical Representations of the Six Trig Functions
– Changes in Amplitude, Period, Horizontal Shifts and Vertical Shifts
– Formulas and Identities
– Degree/Radian Conversions
– Inverse Trig Functions
– Reference Angles
– Simplifying Trig Expressions
– Angles of Elevation and Depression
– Polar curves: Limacons, Rose Curves, and Lemniscates
– Limits
– Continuity
– Differentiability
– RDQ, LDQ, SDQ and NDQ
– Equations of Tangent Lines
– Partial Derivatives
– Implicit Differentiation
– Chain Rule
– Product Rule
– Quotient Rule
– Related Rates Problems
– Optimization Examples (Min/Max)
– Derivatives of Inverse Functions
– Taylor and Maclaurin Series
– Derivative Tables
– Derivatives of Integrals
– Arc Length
– Riemann Sums
– Fluid Problems
– Double Integrals
– Integration by Parts
– Definite and Indefinite Integrals
– Volumes of Solids of Revolution
– Cross Sectional Volumes
– Integral tables
– Position, Velocity and Acceleration
– Calculus Theorems
I welcome all comments, questions, and suggestions: lfeldman65@gmail.com
I will answer your math questions for free on Facebook:
www.facebook.com/lfeldmantutoring
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