The philosophy of the school room in one generation will be the philosophy of government in the next.
-Abraham Lincoln |
When you can do the common things of life in an uncommon way, you will command the attention of the world.
-George Washington Carver |

What students need fundamentally in academics today is not information, they need inspiration. They can get information from the library as well as google. Once they are inspired, the face to face interaction with teachers/coaches, and technology available will help them excel in whatever they choose to study. With the technology and tools available, we can help students master concepts in Mathematics like never before. We need to constantly seek ways to get students to care about excelling in learning and all areas of LIFE.”

-Amos Tarfa [Founder, Learning Institute For Excellence (LIFE)]

Math & Education Consultant

We believe that excellence in education comes not only by an efficient curriculum, but also by the ability for a student to be encouraged and given purpose in everything they do. When enrolling in a ToolsForMath course, we provide the student with the opportunity to meet online regularly with a coach. Here a student may talk freely with their coach on struggles, accomplishments, comments, and concerns related to their current work. This provides the opportunity for the coach to assist and encourage the student to keep them on track toward the destination. With these tools on hand, we believe that anyone has the ability to master mathematics.

Addition & Subtraction Multiplication & Division Prime Numbers & Prime Factorization Fractions, Decimals, and Percents Ratios and Proportions Area, Perimeter, and Volume Solving Equations and Graphing |
Solving Equations and Graphing Solving Inequalities Rules of Exponents Equations and Inequalities Graphing and Systems of Equations Rational Expressions Radicals and Quadratics Functions |
Overview of Functions & Factoring Linear and Quadratic Functions Polynomial Functions & Rational Functions Exponential and Logarithmic Functions Conic Sections Systems of Equations & Matrices Sequences and the Binomial Theorem |
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Line and Angle Relationships Parallel Lines Quadrilaterals (Properties and Theorems) Triangles (Properties and Theorems) & Similar Triangles Circles (Properties and Theorems) Surfaces and Solids Analytic Geometry Basic Trigonometry |
Relations and Functions Linear and Quadratic Functions Polynomial Functions & Rational Functions Exponential and Logarithmic Functions Conic Sections Systems of Equations & Matrices Sequences and the Binomial Theorem Trigonometric Functions, Graphs and Identities |
English Strategies and Practice Math Strategies and Practice Reading Strategies and Practice Science Strategies and Practice Writing Strategies |