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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

Archived Sequential Mathematics III Regents Exam January 2004

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16:51 В 2014 году Минобороны создаст центр беспилотной авиации

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14:25 АНБ создает квантовый суперкомпьютер для глобальной слежки

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13:37 В «Одноклассниках» появилась возможность просмотра фильмов онлайн

В ответ администраторы поспешили успокоить пользователей «Одноклассников» – в ближайшее время и те, кто пользуется мобильными устройствами, смогут присоединиться к этому приятному нововведению.

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The following released test questions are taken from the math Standards Test

Worksheets

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 10 Limits 11
Mid-Chapter Review	Quiz 1 Limits with Solutions
The Limit of a Function Notes 2009 \| Notes 2010 \| Handout \| PowerPointShow	Limits 06 Limits 08
Properties of Limits Notes 2009 \| Notes 2010 \| Handout \| PowerPointShow	Limits 01 Limits 02 Limits 03 Limits 04 Limits 05 Limits 06 Limits 08
Continuity Notes 2009 \| Notes 2010 \| Handout \| PowerPointShow	Limits 07 Limits 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

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18:43 Ученые: Социальные сети приводят к ожирению организма

Ирландские исследователи провели опросы, чтобы определить, какая же взаимосвязь между занятиями спортом и социальными сетями. Большая часть опрошенных – студенты. В итоге выяснилось, что молодые люди в среднем проводят один час в сетях и общаются с приятелями.

13:27 На Марс навсегда могут улететь 52 россиянина

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13:58 Учеными названо место в Солнечной системе, где удобнее всего пить чай

Исследователи из британского университета Лестера заявили, что Титан, спутник Сатурна, представляет собой наиболее удобное место для чаепития на территории всей Солнечной системы за пределами Земли. Об этом говорится в публикации журнала Physics Special Topics.

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