'Use point' presentation slideshows

Chapter 4

Differentiation. Chapter 4. The Derivative and the Tangent Line Problem. Section 4.1. The Tangent Line Problem.

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Basics of Digital Photography

Basics of Digital Photography . SAY HI. to Deepaul.

519 views • 41 slides

Innovation Carol Franczek cfranczek@theinnovationpractice 847 786-4243

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Organization of Legal Memoranda

Organization of Legal Memoranda . Outline of Closed Memo Parts of Legal Memoranda. Introduction to Office Memoranda. Lawyers communicate legal analysis by letters, motions, appellate briefs but most commonly with the office memo.

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Linear Functions

Linear Functions. Review of Formulas. Formula for Slope. Standard Form. *where A>0 and A, B, C are integers. Slope-intercept Form. Point-Slope Form. Find the slope of a line through points (3, 4) and (-1, 6). Change into standard form . .

510 views • 25 slides

Hyberbola

Hyberbola. Conic Sections. The plane can intersect two nappes of the cone resulting in a hyperbola . Hyperbola. Hyperbola - Definition. A hyperbola is the set of all points in a plane such that the difference in the distances from two points (foci) is constant.

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Mission Aircrew Course Chapter 3: Survival and Urgent Care (May 2006)

Mission Aircrew Course Chapter 3: Survival and Urgent Care (May 2006). Aircrew Tasks. O-2017 DISCUSS POST-CRASH ACTIONS (S). Objectives. Discuss basic post-crash actions. {S; 3.1} Concerning survival equipment, discuss: {S; 3.2} The importance of water Types of signaling devices (CLASS)

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2.4 Essential Questions

2.4 Essential Questions. What is the point-slope form? How do you write an equation if you are given a slope and y-intercept? How do you write an equation if you are given a point and a slope?

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Warm-up

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Point Slope Form

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Why and How do we take notes?

Why and How do we take notes?. Who the heck cares?. Note Taking. Taking notes is a skill that needs to be learned ! It is very easy to simply print information off the internet and highlight items that we deem important.

393 views • 15 slides

Hawkes Learning Systems: College Algebra

Hawkes Learning Systems: College Algebra. Section 3.4: Parallel and Perpendicular Lines. Objectives. Slopes of parallel lines. Slopes of perpendicular lines. Slopes of Parallel Lines.

330 views • 14 slides

Hawkes Learning Systems: College Algebra

Hawkes Learning Systems: College Algebra. Section 3.4: Parallel and Perpendicular Lines. Objectives. Slopes of parallel lines. Slopes of perpendicular lines. Slopes of Parallel Lines.

276 views • 11 slides

2.4 Rates of Change and Tangent Lines

2.4 Rates of Change and Tangent Lines. Goal: Find the average rate of change of a function over an interval. Find the slope of the curve at the indicated point. Determine whether the curve has a tangent at the indicated point. Find the equation of the tangent line and normal line. .

497 views • 11 slides

Secant Lines

Secant Lines. Lesson 1.2.1. Learning Objectives. Given a function and two points, determine the equation, slope, or y-intercept of the secant line. . What is a Secant Line?. Like tangent , the word secant has a meaning in trigonometry, yet has nothing to do with trig in this case.

367 views • 11 slides

Section 5.6: Perpendicular Lines

Section 5.6: Perpendicular Lines. Int. Math I. Perpendicular Lines. - Note: Two lines in a plane are perpendicular if they intersect at a right or 90 degree angle. When are lines perpendicular? (1) Two non-vertical lines are perpendicular when the product of their slops is -1.

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Section 5.4: Standard Form

Section 5.4: Standard Form. Int. Math I. Standard Form!!!. Standard Form looks like this: Ax + By = C , where A and B are not both zero - Examples: (1) 1x + 4y = 5, A = B = C = (2) -3x + 5y = - 2, A = B = C =

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Lesson 3-8: Using Equations to Model Data

Lesson 3-8: Using Equations to Model Data. Objective Students will: write equations for lines from data points Use equations to extrapolate other data values. Writing Equations from data: Find 2 data points Get slope Use point-slope form (Plug in slope & 1 ordered pair) Solve for y.

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