'Constant rule' diaporamas de présentation

Math Review and Lessons in Calculus

Math Review and Lessons in Calculus. Agenda. Rules of Exponents Functions Inverses Limits Calculus. Rules of Exponents. x 0 = 1 x a * x b = x (a+b) x 2 * x 3 = x 5 x a / x b = x (a-b) x 5 / x 2 = x 3 x -a = 1 / x a x -5 = 1 / x 5. Rules of Exponents Cont.

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Math Review and Lessons in Calculus

Math Review and Lessons in Calculus. Agenda. Rules of Exponents Functions Inverses Limits Calculus. Rules of Exponents. x 0 = 1 (Zero Exponent Rule) x a * x b = x (a+b) (Product Rule) x 2 * x 3 = x 5 x a / x b = x (a-b) (Quotient Rule) x 5 / x 2 = x 3

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How to do Derivatives

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PHY131H1F Class 3

PHY131H1F Class 3. Today: Error Analysis Significant Figures Unit Conversion Normal Distribution Standard Deviation Reading Error Propagation of Errors Error in the Mean. Clicker Question 1. What is the approximate density of water?. 10 ?5 kg/m 3 0.01 kg/m 3 0.1 kg/m 3 1 kg/m 3

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Subscript and Summation Notation

Subscript and Summation Notation. James H. Steiger. Single Subscript Notation.

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The Roaring Twenties

The Roaring Twenties. Just What is America?. Social and Cultural Changes. What is America - New vs. Old, Modern vs. Traditional Charles Lindbergh - becomes an American hero when he flies the Spirit of St. Louis solo across the Atlantic to Paris Women voting - 20th Amendment passed

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2.3 The product rule, quotient rule, and higher order derivatives

2.3 The product rule, quotient rule, and higher order derivatives. "Life is too short for long division.". Objective. Derivative Rules. Constant Rule Power Rule Constant Multiple Rule Derivative of x lemma Trig Rules Sum and Difference Rule. Limit Rules. Sum and difference of limits

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AP Calculus AB/BC

Photo by Vickie Kelly, 2003. Greg Kelly, Hanford High School, Richland, Washington. AP Calculus AB/BC. 3.3 Differentiation Rules, p. 116. Colorado National Monument. The derivative of a constant is zero.

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AP Calculus AB/BC

Photo by Vickie Kelly, 2003. Greg Kelly, Hanford High School, Richland, Washington. AP Calculus AB/BC. 3.3 Differentiation Rules, p. 116. Colorado National Monument. The derivative of a constant is zero.

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Unit 2 Lesson # 1 Derivatives

Unit 2 Lesson # 1 Derivatives. Interpretations of the Derivative. 1. As the slope of a tangent line to a curve. y = f ( x ). The derivative of the curve will determine the slope of the tangent line at any given point. ( a , f ( a )). m = f ' ( a ). 2. As a rate of change.

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3.1 Polynomial & Exponential Derivatives

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Basic Differentiation Rules and Rates of Change

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DT.01.5 - Differentiation Techniques: Combining the Differentiation Rules

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Limits Using Algebra

Limits Using Algebra. Objective: to find the limits of functions algebraically using properties of limits. For the next few properties assume. Sum Rule. Example:. Difference Rule. Example:. Product Rule. Example:. Quotient Rule. Example:. Constant Rule. Example:. Power Rule. Example:.

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Basic Derivatives

Basic Derivatives. Brought To You By:. Tutorial Services. The Math Center. Definition Of A Derivative. The derivative of a function at a point x=a , can be interpreted in several different ways:. Algebraically, the Geometrically as the slope of the tangent line to the graph of at

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Evaluating Limits Analytically

Evaluating Limits Analytically. Lesson 2.3. What Is the Squeeze Theorem?. Today we look at various properties of limits, including the Squeeze Theorem. Basic Properties and Rules. Constant rule Limit of x rule Scalar multiple rule Sum rule (the limit of a sum is the sum of the limits).

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Derivatives

Derivatives. Constant Rule. Power Rule. Examples. Find the derivatives of each: f(x)=x 6 f(x)=x 1000. Example. Find an equation of a tangent line to the curve at the point (1, 1). Constant Multiple Rule. If c is a constant and f is differentiable, then. Example:.

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3.8 Exponential & Logarithmic Derivatives

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Section 3.2

Section 3.2. Basic Differentiation Rules and Rates of Change. The Constant Rule. The derivative of a constant function is 0. In other words, if c is a real number, then. The Power Rule:. If n is a rational number, then the function is differentiable and

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Business Calculus

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