'Left endpoint' diaporamas de présentation

TECHNIQUES OF INTEGRATION

7. TECHNIQUES OF INTEGRATION. TECHNIQUES OF INTEGRATION. There are two situations in which it is impossible to find the exact value of a definite integral. TECHNIQUES OF INTEGRATION.

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Objective: SWBAT graph sine and cosine curves and identify the transformations

Graphs of Sine and Cosine Functions. 4.5. Objective: SWBAT graph sine and cosine curves and identify the transformations. What You Should Learn. Sketch the graphs of basic sine and cosine functions Use amplitude and period to help sketch the graphs of sine and cosine functions

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Two Segments Intersect?

x < x ? x > x ? y < y ? y > y. if and only if. 4 1 3 2 4 1 3 2. ( x , y ). 4 4. ( x , y ). 2 2. M. ( x , y ). 3 3. L. ( x , y ). 1 1. Two Segments Intersect? .

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COMPUTER GRAPHICS

UNIVERSITY OF KUFA. EDUCATION COLLEGE. COMPUTER GRAPHICS. Lecture #2 Line Drawing. Assoct.Prof . DR. NIDHAL EL ABBADI. E-mail : comp_dep_educ@yahoo.com. The lines of this object appear continuous. However, they are made of pixels. Some useful definitions.

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Defining Polynomials

Defining Polynomials. p 1 (n) is the bound on the length of an input pair <x,y> p 2 (n) is the bound on the running time of f p 3 (n) is a bound on the number of strings in S of length ? n.

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CALCULUS: AREA UNDER A CURVE

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External Memory Algorithms for Geometric Problems

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Project 1 Lecture Notes

Project 1 Lecture Notes. Table of Contents. Graphing Functions & Trend Lines Demand, Revenue, Cost, and Profit Differentiation Integration Using Solver. Assignment. Read course PowerPoint file: MBD 2 Proj1.pptx (Slides 1-20). Graphing Functions. 2 Methods for graphing used:

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Aim: An introduction to the 2 nd central Idea of Calculus.

Aim: An introduction to the 2 nd central Idea of Calculus. Do Now:. h. A = bh. h. b. b. Area. Rectangle. Triangle. A = 1/2 bh. Area. Life Gets Complex. Lake Wallawalla. Life Gets Complex. Lake Wallawalla. f (1). f (2). Approximating the Area of a Plane Region.

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7.3: Area and the Definite Integral

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2.3 Continuity and Intermediate Value Theorem

2.3 Continuity and Intermediate Value Theorem. Continuity. A function is continuous if you can draw the graph without picking up your pencil. Definition: A function y = f(x) is continuous at an interior point c in its domain if. (the limit has to equal the value of the function at c ).

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Heights and Slant Heights are Related!

Heights and Slant Heights are Related!. l. Net of Cone. Net of Sphere. Draw a segment with the length of the circumference. Divide the circumference into 6 congruent segments.

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Relative Cumulative Frequency Graphs

Relative Cumulative Frequency Graphs. AP Statistics. How to construct an ogive (relative Cumulative Frequency Graph).

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1.1 Stuff

1.1 Stuff. A linear equation in one variable is an equation that has one unknown and the unknown is written to the first power. Linear equations in one variable can be written in the form ax + b = 0 where a and b are real numbers and . 1.4 Stuff.

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Example 2 Estimate by the six Rectangle Rules using the regular

Example 2 Estimate by the six Rectangle Rules using the regular partition P of the interval [ 0, ? ] into 6 subintervals. Solution Observe that the function with g(0)=1 is continuous at

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