'Successive terms' presentation slideshows

2.3 Sequences & Series

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2.3 Sequences & Series

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Arithmetic Sequences

Arithmetic Sequences. Recognize arithmetic sequences Extend and write formulas for arithmetic sequences. Indicators: PFA#1,2. Created by Anny Lin, Crestwood Middle School.

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Arithmetic Sequences

Arithmetic Sequences. Recognize arithmetic sequences Extend and write formulas for arithmetic sequences. Indicators: PFA#1,2. Created by Anny Lin, Crestwood Middle School.

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GEOMETRIC SEQUENCES

GEOMETRIC SEQUENCES. These are sequences where the ratio of successive terms of a sequence is always the same number. This number is called the common ratio . Geometric sequence .

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Warm-up Puzzle

Warm-up Puzzle. Four people are crossing a rickety bridge at night. It is dark and they have to light the path with a flashlight; however, the bridge can only hold two people at a time.

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Calculus II (MAT 146) Dr. Day Monday Nov 4, 2013

Calculus II (MAT 146) Dr. Day Monday Nov 4, 2013. Convergent and Divergent Series (11.2) Series Worth Remembering Geometric Series Harmonic Series Telescoping Sums Our First Convergence Test The n th -Term Test aka The Divergence Test Assignments and Announcements.

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4.7 Arithmetic Sequences

4.7 Arithmetic Sequences. A sequence is a set of numbers in a specific order. The numbers in the sequence are called terms . If the difference between successive terms is constant, then it is called an arithmetic sequence .

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Math 20-1 Chapter 1 Sequences and Series

Math 20-1 Chapter 1 Sequences and Series. 1.1B Arithmetic Sequences. 1.1B. 1. An arithmetic sequence is a sequence that has a constant common difference, d, between successive terms. t n = t 1 + ( n - 1) d. General term or nth term. First term. P osition of term in

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Tapering of Arrays

Tapering of Arrays. Objective is to reduce the side lobes , which not only the amount of power is wasted in the directions of minor lobes but unnecessary interferences are also caused in those area.

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GEOMETRIC SEQUENCES

GEOMETRIC SEQUENCES. These are sequences where the ratio of successive terms of a sequence is always the same number. This number is called the common ratio . 1, 2, 4, 8, 16 . . . r = 2.

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Chapter 1: Number Patterns 1.6: Geometric Sequences

Chapter 1: Number Patterns 1.6: Geometric Sequences. Essential Question: What is a geometric sequence?. 1.6: Geometric Sequences. Back in section 1.4, we talked about arithmetic sequences. An arithmetic sequence was a sequence that simply added a constant term, d .

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