Brooklyn Math Tutor

Math Tutor

I have Ph.D in Physics and Mathematics and I am available for private tutoring at the High School and College levels

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I look forward to hearing from you! If interested, please contact by email at admin@TutorState.com , or Phone: (718) 223-0228,

The following released test questions are taken from the math Standards Test The CUNY Assessment Test in Mathematics. Sample Problems College Board AP. STATISTICS. Course Description College Board AP. ENVIRONMENTAL SCIENCE. Course Description College Board AP. COMPUTER SCIENCE A. Course Description College Board AP. CALCULUS: CALCULUS AB; CALCULUS BC. Course Description College Board AP. PHYSICS. PHYSICS B. PHYSICS C: MECHANICS. PHYSICS C: ELECTRICITY AND MAGNETISM. Course Description College Board. Advanced Placement Program. AP. Physics C: Mechanics. 2008 Free-Response Questions College Board. Advanced Placement Program. AP. Physics C: Electricity and Magnetism. 2008 Free-Response Questions College Board. Advanced Placement Program. AP. Physics C: Electricity and Magnetism. 2009 Free-Response Questions College Board. Advanced Placement Program. AP. Physics C: Mechanics. 2009 Free-Response Questions Worksheets Rational Expressions Mixture Word Problems Distance Rate Time Word Problems Work Word Problems Systems of Equations Word Problems Solving Rational Equations 2 Simplifying Rational Expressions The CUNY Assessment Test in Mathematics. Sample Problems Course Notes Worksheets with Solutions and Practice Tests Chapter 1 Introduction to Calculus: Limits Radical Expressions: Rationalizing Denominators Notes 2010 | Handout | PowerPointShow The Slope of Tangent Line Notes 2009 | Notes 2010 | Handout | PowerPointShow Rate of Change Notes 2009 | Notes 2010 | Handout | PowerPointShow Limits 10Limits 11 Mid-Chapter Review Quiz 1 Limits with Solutions The Limit of a Function Notes 2009 | Notes 2010 | Handout | PowerPointShow Limits 06Limits 08 Properties of Limits Notes 2009 | Notes 2010 | Handout | PowerPointShow Limits 01Limits 02Limits 03 Limits 04Limits 05Limits 06Limits 08 Continuity Notes 2009 | Notes 2010 | Handout | PowerPointShow Limits 07Limits 09 Chapter 1 Review Winter 2009 T1 V1 Winter 2009 T1 V2 Summer 2009 T1 Winter 2010 T1 V1 Winter 2010 T1 V2 Summer 2010 T1 V1 Summer 2010 T1 V2 Chapter 2 Derivative Rules Derivative Function. First Principle Notes 2009 | Notes 2010 | Handout | PowerPointShow First Principle Power Rule. Derivative of Polynomial Functions Notes 2009 | Notes 2010 | Handout | PowerPointShow Power Rule Power, Sum/Difference Rules Derivatives of Polynomial Functions Piecewise Defined Functions Power Functions Functions Defined by a Graph Power Functions (II) Product Rule Notes 2009 | Notes 2010 | Handout | PowerPointShow Product Rule Mid-Chapter Review Quiz 2 Derivative Rules with Solutions Quotient Rule Notes 2009 | Notes 2010 | Handout | PowerPointShow Quotient Rule Chain Rule Notes 2009 | Notes 2010 | Handout | PowerPointShow Chain Rule (I) Chain Rule (II) Chain Rule (III) Chain Rule (IV) Chain Rule (V) Chain Rule (VI) Tangent and Normal Line Tangent Line (I) Tangent Line (II) Tangent Line (III) Tangent Line (IV) Tangent Line (V) Tangent Line (VI) Tangent Line (VII) Normal Line Chapter 2 Review Winter 2009 T2 V1 Winter 2009 T2 V2 Fall 2009 T2 Winter 2010 T2 V1 Summer 2010 T2 V1 Summer 2010 T2 V2 Chapter 3 Applications of Derivatives Higher Order Derivatives. Velocity and Acceleration Notes 2009 | Notes 2010 | Handout | PowerPointShow Higher Derivatives (I) Higher Derivatives (II) Higher Derivatives (III) Velocity and Acceleration (I) Velocity and Acceleration (II) Velocity and Acceleration (III) Minimum and Maximum on an Interval. Global Extrema Notes 2009 | Notes 2010 | Handout | PowerPointShow Optimization Notes 2009 | Notes 2010 | Handout | PowerPointShow Chapter 4 Applications of Derivatives Increasing and Decreasing Functions Notes 2009 | Notes 2010 | Handout | PowerPointShow Critical Points. Local Extrema Notes 2009 | Notes 2010 | Handout | PowerPointShow Asymptotes Notes 2009 | [Notes 2010 | Handout | PowerPointShow Mid Chapter Review Concavity and Points of Inflection Notes 2009 | [Notes 2010 | Handout | PowerPointShow Curve Sketching Notes 2009 | [Notes 2010 | Handout | PowerPointShow Curve Sketching (I) Curve Sketching (II) Curve Sketching (III) Curve Sketching (IV) Curve Sketching (V) Chapter 4 Review Winter 2009 T3 V1 Winter 2009 T3 V2 Fall 2009 T3 Winter 2010 T3 V1 Winter 2010 T3 V2 Summer 2010 T3 Chapter 5 Transcedental Functions and Optimization Exponential Functions Notes 2010 | Handout | PowerPointShow Basic Rules Sum/Difference Rule Product Rule Quotient Rule Chain Rule (I) Chain Rule (II) Chain Rule (III) Chain Rule (IV) Higher Derivatives Velocity and Acceleration Tangent Lines Logarithmic Functions Notes 2010 | Handout | PowerPointShow Trigonometric Functions Notes 2010 | Handout | PowerPointShow Mid-Unit Review [Quiz 4 v1 Winter 2009] [Solutions] [Quiz 4 v2 Winter 2009] [Solutions ] Optimization Notes 2009 | Notes 2010 | Handout | PowerPointShow Chapter 5 Review Test 4 Winter 2009 Version 1 Test 4 Winter 2009 Version 2 Test 4 Fall 2009 Test 4 Winter 2010 Chapter 6 Vectors An Introduction to Vectors Notes 2010 | Handout | PowerPointShow Vector Addition and Subtraction Notes 2010 | Handout | PowerPointShow Multiplication of a Vector by a Scalar Notes 2010 | Handout | PowerPointShow Properties of Vectors Notes 2010 | Handout | PowerPointShow Vectors in R2 and R3 Notes 2010 | Handout | PowerPointShow Operations with Vectors in R2 Notes 2010 | Handout | PowerPointShow Operations with Vectors in R3 Notes 2010 | Handout | PowerPointShow Chapter 6 Review Test 5 Part 1 Version 1 Winter 2010 Test 5 Part 1 Version 2 Winter 2010 Test 5 Part 1 Fall 2009 Test 5 Winter 2009 Version 1 Test 5 Winter 2009 Version 2 Test 5 Summer 2010 Are you looking for more tutors? Math Tutor Private tutoring in Chemistry Тютор по Химии для школьников и студентов в Нью-Йорке

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