Section 2.3

Section 2.3. Differentiation Formulas. DIFFERENTIATION FORMULAS FOR BASIC FUNCTIONS. 1. The derivative of a constant function, f ( x ) = c. 2. The derivative of the identity function, f ( x ) = x. THE POWER RULE.

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2.3

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2.3

2.3. Mughal Empire in India. Mughal Empire. Babur controls northern India Akbar (Babur’s grandson) greatest Mughal leader Believes king must be aggressive to avoid being conquered Continued Muslim tradition of religious tolerance Married Hindu princesses & allowed them to practice Hinduism

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Privacy 2.3

Privacy 2.3. CptS 401 Adam Carter. Quiz Question 1. Which of the three aspects of privacy discussed in the book does so-called targeted marketing potentially violate? Freedom from intrusion—from being left alone Control of information about oneself Freedom from surveillance

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6-2.3

6-2.3. Describe the development of Roman civilization, including language, government, architecture, and engineering . HUMAN INGENUITY. Why do we create? What are the consequences?. What type of Government did the Romans create ?. Republic. 509 BC to 27 BC.

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Biology 2.3

Biology 2.3 . Chemistry of Cells. Carbon Compounds. Most matter in our body that is not made of water is made of organic compounds. Organic compounds contain carbon atoms that are covalently bonded to other elements; typically hydrogen , oxygen , and other carbon atoms .

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Chemistry 2.3

Chemistry 2.3. Section 2.3. Elements and Compounds. Elements and Compounds. 2.3.

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2.3 Jeopardy

2.3 Jeopardy. Effects of Bioaccumlation. Reducing The Effects. N/A. POPs. Heavy Metal. Q $100. Q $100. Q $100. Q $100. Q $100. Q $200. Q $200. Q $200. Q $200. Q $200. Q $300. Q $300. Q $300. Q $300. Q $300. Q $400. Q $400. Q $400. Q $400. Q $400. Q $500. Q $500. Q $500.

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§ 2.3

The Multiplication Property of Equality. § 2.3. Multiplication Property of Equality. ( – 1)( – y ) = 8( – 1) Multiply both sides by –1. Multiplication Property of Equality If a , b , and c are real numbers, then a = b and ac = bc are equivalent equations. Example:.

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2.3

2.3. LOD Score.

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§ 2.3

§ 2.3. The First and Second Derivative Tests and Curve Sketching. Section Outline. Curve Sketching Critical Values The First Derivative Test The Second Derivative Test Test for Inflection Points. Curve Sketching. A General Approach to Curve Sketching.

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2.3

2.3. DEDUCTIVE REASONING. 1. 2. GOAL. GOAL. Use symbolic notation to represent logical statements. Form conclusions by applying the laws of logic to true statements. The laws of logic help you with classification, such as determining true statements about different birds.

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§ 2.3

Measures of Central Tendency. § 2.3. Population mean :. Sample mean :. “mu”. “ x - bar”. Mean.

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§ 2.3

§ 2.3. The Algebra of Functions – Finding the Domain. Domain of a Function 117. Blitzer, Intermediate Algebra , 5e – Slide # 2 Section 2.3. Domain of a Function. 117. Consider the function.

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§ 2.3

§ 2.3. Solving Linear Equations. Linear Equations. A step-by-step procedure for solving linear equations:. Simplify the algebraic expression on each side. Collect all the variable terms on one side and all the constant terms on the other side. Isolate the variable and solve.

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Section 2.3

Section 2.3. Lines. Find slope given two points. m = rise run. Find the slope between (4,-5) and (-6,-1). -1 – -5 -6 – 4 m = -1 + 5 -6 – 4 m = 4 -10 m = -2 5. m =. Forms of writing the equation of a line. Slope-intercept form of a line

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2.3

Simplest Form of a Fraction. 2.3. Writing Fractions in Simplest Form. Fractions that represent the same portion of a whole are called equivalent fractions. There are many equivalent forms of a fraction. A special form of a fraction is called simplest form . Simplest Form of a Fraction

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Notes 2.3

Notes 2.3. Measures of Central Tendency. Central Tendency. A measure of central tendency is a value that represents a typical or central entry of a data set. The most common ones are mean, median and mode.

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§ 2.3

§ 2.3. The First and Second Derivative Tests and Curve Sketching. Section Outline. Curve Sketching Critical Values The First Derivative Test The Second Derivative Test Test for Inflection Points. Curve Sketching. A General Approach to Curve Sketching.

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2.3: Functions

2.3: Functions. Objectives: To determine if a relation is a function To find the domain and range of a function To evaluate functions. Vocabulary. As a class, use your vast mathematical knowledge to define each of these words without the aid of your textbook. Relations.

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2.3

2.3. Differentiation Formulas. Differentiation Formulas. Let’s start with the simplest of all functions, the constant function f ( x ) = c . The graph of this function is the horizontal line y = c , which has slope 0, so we must have f ( x ) = 0.

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2.3

2.3. Polynomial Functions of Higher Degree with Modeling. The Vocabulary of Polynomials. Example Graphing Transformations of Monomial Functions. Example Graphing Transformations of Monomial Functions. Cubic Functions. Quartic Function. Local Extrema and Zeros of Polynomial Functions.

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