'Finite geometric series' diaporamas de présentation

An Introduction to Sequences & Series

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Z Transforms

Z Transforms. Another French Mathematician?. Z Transforms. The Z transform is to discrete time systems as the Laplace transform is to continuous time systems. The Fourier transform is the Laplace transform evaluated on the j w axis.

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Series

Series. 11.2. Understand basic concepts about series Identify and find the sum of arithmetic series Identify and fid the sum of geometric series Learn to sue summation notation. Introduction. A series is the summation of the terms in a sequence.

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Geometric Sequences & Series 8.3

Geometric Sequences & Series 8.3. JMerrill, 2007 Revised 2008. Sequences. A Sequence: Usually defined to be a function Domain is the set of positive integers Arithmetic sequence graphs are linear (usually) Geometric sequence graphs are exponential. Geometric Sequences.

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Geometric Sequences

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Geometric Sequences

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6.3 Geometric Series

6.3 Geometric Series. 3/25/2013. Geometric Sequence:. Is a sequence where each term is multiplied by the same factor in order to obtain the following term . Example:. 2, 8, 32, 128, 512, . . . . x 4 . x 4 . x 4 . x 4 . Common ratio (r):. 4 . Definition of Geometric Sequence.

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Essential Question: What is a sequence and how do I find its terms and sums?

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Math 20-1 Chapter 1 Sequences and Series

Math 20-1 Chapter 1 Sequences and Series. Teacher Notes. 1.4 Geometric Series. Math 20-1 Chapter 1 Sequences and Series. 1.4 Geometric Series.

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Geometric Sequences and Series

Geometric Sequences and Series. Sections 11.3 and 11.5. Review Terms. Sequence An ordered list of numbers Series The sum of the terms of a sequence Term A specific number in a sequence Arithmetic Sequence A sequence of numbers where the difference between consecutive terms is constant

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11.3 Geometric Sequences & Series

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Good Morning!! Sharpen pencils for your quiz and get your calculators!!

Good Morning!! Sharpen pencils for your quiz and get your calculators!!. Prepare for your quiz (20 min.) Complete warm-up activity (6 min.) when finished with quiz!!. You have 20 minutes to complete your quiz!!. No talking! Eyes on your own paper!! Show your work for full credit!!.

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9.3 Geometric Sequences & Series

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11.4 Geometric Sequences

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11.5 Geometric Series

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Chapter 13: Sequences & Series

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