Unit 7.3

Mar 07, 2013

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Why is location important?. Do you need to be near:Customers?Raw materials?Roads?Rail links?Airports?Sea/river ports?Employees?. Student activity 5 minutes. Think of 3 businesses.What factors affect their location.. . Give out copies of pages 256

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Unit 7.3

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§ 7.3

§ 7.3. Maxima and Minima of Functions of Several Variables. Section Outline. Relative Maxima and Minima First Derivative Test for Functions of Two Variables Second Derivative Test for Functions of Two Variables Finding Relative Maxima and Minima. Relative Maxima & Minima.

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7.3

7.3. Industrialization Spreads. America Begins to Industrialize. British blockade during War of 1812 forces U.S. to become self-sufficient Textile industry first to industrialize Britain forbids engineers, mechanics, & toolmakers to leave the country Some sneak out and begin life in U.S.

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7.3

7.3. GRAPHS OF SINE AND COSINE. Tabulating and Graphing Values of Sine and Cosine. Values of sin θ and cos θ for 0 ≤ θ < 360◦. y. y = cos θ. θ in degrees. y = sin θ. Properties of Sine and Cosine .

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7.3 Volumes

7.3 Volumes. Disk and Washer Methods. Suppose I start with this curve. My boss at the ACME Rocket Company has assigned me to build a nose cone in this shape. So I put a piece of wood in a lathe and turn it to a shape to match the curve. The volume of each flat cylinder (disk) is:.

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7.3

7.3. Debating the Constitution. Why it Matters. To be or not to be, that is the question Bill of Rights or No Bill of Rights, that is the question. The Federalist Position Supporters of the new Constitution called themselves Federalist

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Goal 7.3 Unit 7 Labor Unions

Goal 7.3 Unit 7 Labor Unions. Labor Unions. Group of workers who band together to improve working conditions Late 19 th century and early 20 th century saw rapid rise in union movement

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Vocabulary - Unit 7.3

Vocabulary - Unit 7.3 . Year 6. audience. capture. desktop publishing (DTP). digital camera. font. graphic(s). object(s). organisation. transfer. Year 7. bitmapped image (bmp file). corporate image. crop. design brief. import. landscape. layer objects. layout. logo. portrait.

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7.3

7.3. Volumes. Quick Review. What you’ll learn about. Volumes As an Integral Square Cross Sections Circular Cross Sections Cylindrical Shells Other Cross Sections Essential Question How can we use calculus to compute volumes of certain solids in three dimensions?.

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7.3

7.3. Applications of the Normal Distribution. Probabilities. We want to calculate probabilities and values for general normal probability distributions We can relate these problems to calculations for the standard normal in the previous section. Z-Score.

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§ 7.3

§ 7.3. Factoring Trinomials whose Leading Coefficient is Not One. Factoring Trinomials.

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Section 7.3

Section 7.3. Representing relations (part 1: matrices). Representing relations. We have already seen that relations between finite sets can be represented using lists of ordered pairs To represent relations in computer programs, zero-one matrices are usually employed

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UNIT 7.3

UNIT 7.3. WAR WITH MEXICO. MR LANGHORST. 1. What did JAMES POLK say he would do if he was elected president?. 1. JAMES POLK said if elected he would expand the U.S. into Oregon and Texas He was elected in 1844 and became our 11 th President. JAMES POLK

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Chapter 7.3

Chapter 7.3. Circular Motion. Uniform Circular Motion. Motion at constant speed in a circle. v 1. D r. v 2. r 1. r 1. r 2. r 2. v 1. D v. v 2. D r D v r v. =. . D r D v r D t v D t. =. D r/ D t = v D v/ D t = a. . v a r v. =. . v 2

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7.3

7.3. HAZARDOUS. ATMOSPHERES. www.powerpointpresentationon.blogspot.com. ENABLING OBJECTIVES. DESCRIBE the hazards of flammable or toxic gases and vapors. DESCRIBE the physical characteristics of common gases, solvents and fuels.

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7.3

7.3. A New Plan of Government. Key Terms to Understand. federalism amendment legislative branch executive branch judicial branch checks and balances Electoral College. Key People. Philosophers John Locke & Baron de Montesquieu Federalists: George Washington Benjamin Franklin

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7.3

7.3. What If It Has One Base? Pg. 8 Surface Area of Pyramids and Cones. 7.3 – What If It Has One Base? Surface Area of Pyramids and Cones.

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7.3

7.3. Matrices. Matrix. A matrix is a rectangular array of elements. An array is a systematic arrangement of numbers or symbols in rows and columns. Matrices (the plural of matrix) may be used to display information and to solve systems of linear equations.

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7.3

7.3. Solving Systems Using Elimination. 7.3 – Solving by Elimination. Goals / “I can…” Solve systems by adding or subtracting Multiply first when solving systems. Solving Systems of Equations.

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§ 7.3

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7.3

Square Roots and the Pythagorean Theorem. 7.3. The square of a number is the number times itself. The Square of a Number. The square of 6 is 36 because 6 2 = 36. The square of –6 is also 36 because. (–6) 2 = (–6) (–6) = 36. Square Root of a Number.

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7.3

7.3. OBJ: Show that two triangles are similar using the AA Similarity Postulate EQ: How do you show 2 triangles are similar?. Angle-Angle (AA) Similarity Postulate. If two angles of one triangle are congruent to two angles of another triangle, then the two triangles are similar.

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7.3

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