'Comparison test' presentation slideshows

Math 104 - Calculus I

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INFINITE SEQUENCES AND SERIES

11. INFINITE SEQUENCES AND SERIES. INFINITE SEQUENCES AND SERIES. 11.4 The Comparison Tests. In this section, we will learn: How to find the value of a series by comparing it with a known series. COMPARISON TESTS.

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Distortion in the WFC

Distortion in the WFC. Jay Anderson Rice University jay@eeyore.rice.edu. Background on WFC distortion. General difficulty calibrating HST Need high-density field, accurate positions No satisfactory fields exist Need self-calibration ISR on HRC distortion released a year ago

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Section 8.3: The Integral and Comparison Tests; Estimating Sums

Section 8.3: The Integral and Comparison Tests; Estimating Sums. Practice HW from Stewart Textbook (not to hand in) p. 585 # 3, 6-12, 13-25 odd. In this section, we want to determine other methods for determining whether a series converges or diverges. The Integral Test.

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MAT 1236 Calculus III

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INFINITE SEQUENCES AND SERIES

11. INFINITE SEQUENCES AND SERIES. INFINITE SEQUENCES AND SERIES. We now have several ways of testing a series for convergence or divergence. The problem is to decide which test to use on which series. INFINITE SEQUENCES AND SERIES.

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Final Exam

Final Exam. Remark : ( 24 ). Chapter10 Improper Integral Techniques of Integration. SUMMARY OF Power Series. 3) Binomial Series. 4) Taylor Series. 1) How to find Maclaurin series. Memorize. subsitute. differentiate. product. integrate. formula.

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Math 166 SI review

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Food and Nutrition Fats Test

Food and Nutrition Fats Test. Foods contain specific materials such as fats, proteins, sugars, and acid that work together to create healthy or unhealthy eating choices. Big Idea:. Engaging Scenario.

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Integral test

Integral test. Let { a n } be a sequence of positive terms and f ( x ) be a continuous function such that f ( n ) = a n for all n > 0, and f ( x ) is decreasing on [0, ? ) f ( x ) ? 0 as n ? ? , then . 1 2 3 4 5 6 7 8 9.

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IMPROPER INTEGRALS

IMPROPER INTEGRALS. THE COMPARISON TESTS. In the comparison tests the idea is to compare a given series with a series that is known to be convergent or divergent. THEOREM: (THE COMPARISON TEST). convg. Known Series. Example:. Determine whether the series converges or diverges. geometric.

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The Role of Automated Categorization in E-Government Information Retrieval

The Role of Automated Categorization in E-Government Information Retrieval. Tanja Svarre & Marianne Lykke, Aalborg University, DK ISKO conference , 8th of July , 2013. Agenda. Background of the study Theoretical framework Research methods Results Summary and closing remarks.

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Visualization of Scene Structure Uncertainty in Multi-View Reconstruction

Visualization of Scene Structure Uncertainty in Multi-View Reconstruction. Shawn Recker 1 , Mauricio Hess-Flores 1 , Mark A. Duchaineau 2 , and Kenneth I. Joy 1. 1 University of California, Davis, USA, { strecker , mhessf , joy}@ucdavis.edu 2 Google, Inc. duchaineau@google.com.

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Tests for Convergence and Divergence

Tests for Convergence and Divergence. If Then the series diverges. This does not work in reverse! Just because does not mean that the series converges. When To Use. Always check first. nth term test. Warning!. Examples:. Diverges because. Geometric series test.

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How effective is your Detergent?

How effective is your Detergent?. Ashley Banks Samuel Malenfant Shawn Quinn Dushyant Randhawa. Getting Saucy!. Executive Summary . The study is a comparison test between name brand detergents found at many local coin laundries Common household stains Dirt, Oil, Ketchup/Mustard

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How to Compare Prices on Online Store?

Most of the people are bargain hunters including you. So when you wish to buy a product you always would want to compare the price of the products made by different brands. Then you would think that the best method is to open the different shopping websites and find out the price of the product. Go through with this PPT and know the steps to compare prices online.

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12-4 Convergent and Divergent Series

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Testing Convergence (and Divergence)

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10.5 The Ratio, Root, and Comparison Test

10.5 The Ratio, Root, and Comparison Test. Math 6B Calculus II. The Ratio Test. Then a) the series converges if r < 1. b) the series diverges if r > 1. c) the test is inconclusive if r = 1. The Root Test. Then a ) the series converges if r < 1.

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Example 1 Determine whether the improper integral converges or diverges.

Example 1 Determine whether the improper integral converges or diverges. Solution Since ln x ? x ln x for x ? 3, it follows that for x ? 3. In Example 4.9.7 (5), we showed the improper integral diverges.

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