SAT Math

 

Digital SAT Math - Extended Learning Program

 

Build a solid SAT Math Foundation. Master SAT Math content and learn unique strategies on efficient problem solving.

How is SAT Math different from High School Math

SAT Math Requires a Different Approach

The approach to acing SAT requires a solid command not only on all Math concepts but a mastery of faster problem solving strategies. Majority of our students scored a 770 - 800 in SAT Math following a diligent approach with the right concepts and strategies.

Example of a 'tricky' SAT Math problem

In the given expression 38x20 + ax10 + 50, a is a positive integer.

If px10 + q is a factor of the expression, where p and q are positive integers, what is the greatest possible value of a?

Students will never encounter this type of problem in school math where they are largely learning to fit a formula to similar looking problems. SAT Math is attempting to differentiate between students who have understood core concepts than those who have scored well just by doing a lot of questions of the same type.

SAT also springs new problem types (not new subjects) in tests. So they may present a problem in Area that looks quite different than any problem students might have seen before. They would still use the same core concepts students are expected to know but the application of those concepts would be different.

The Learning Journey

Scope

  • Students will be exposed to unique problems that will make them think and solidify understanding of core concepts.
  • They will learn to think differently and handle question types even those they have not encountered before.
Part 1 Part 2 Part 3 Part 4 Part 5
Algebra Part 1 Arithmetic Geometry Algebra Part 2 Other
Expressions, Equivalence
Equations
Functions
Inequalities
Word Problems
Ratio and Proportion
Percentage
Word Problems
Lines and Angles
Triangles
Quadrilaterals
Circles
Surface Area and Volume
Rational Expressions
Quadratics
Composite Functions
Polynomial and Radical Functions
Statistics & Probability
Right Triangles and Trigonometry

Logistics

Location: Virtual

Time: Sundays 3:30PM - 5:30PM

Duration: 16 - 20 weeks (varies by group)

Eligibility: Rising Grades 8 and above

Pricing: 2 hours/week for $250 (per 4 weeks). All new students get a 2 week money back guarantee.

 

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Thinking Feet’s main learning center is located in the Ballantyne area in Mecklenburg county. We are just minutes away from nearby Blakeney, Weddington, Marvin, Waxhaw, Pineville, Wesley Chapel, Piper Glen and Fort Mill, SC.​​