Convergent divergent calculator

    • [DOC File]PLEASANT VALLEY SCHOOL DISTRICT

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      CBL (Calculator Based Lab) OBJECTIVES. The learner will identify the concept of a limit and apply limit theorems to solve problems. ESSENTIAL CONTENT Find the value of a limit by examining the behavior of algebraic functions at various values – especially values at which they are undefined. Find limits graphically, numerically, and algebraically.

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    • [DOC File]Department of Mathematics : The University of Akron

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      Definitions. A convergent infinite series is an infinite series with a finite sum. A divergent infinite series is an infinite series that does not have a finite sum. Formula for the Sum of an Infinite Geometric Series. Just in case you struggled with #13 and 14, here is the formula for the sum of a convergent infinite geometric series.

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    • [DOC File]HONORS FST - Dearborn Public Schools

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      divergent/diverge: convergent: harmonic sequence: alternating harmonic sequence: List all of the Limit Properties (pg 497, 499): The limit of the harmonic sequence is 0. Given: lim an and lim bn exist and c is a constant, then: n( n( 2. The limit of a constant sequence is that constant. 3. 4.

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    • [DOC File]Sum to Infinity of a Convergent Geometric Series

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      Using the formula for the sum of a geometric series. Sn = a(1 - rn) and using a to be any number (e.g. a=3) (1 – r) use your calculator to complete the table below.

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    • [DOC File]Sequences and Series**

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      Suppose that is a continuous, positive, decreasing function on the interval and let . Then the series defined by is convergent if and only if the improper integral is convergent. In other words, If is convergent, then is convergent. or. If is divergent, then is divergent. p-series Test for Convergence. The p-series converges if and diverges if .

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    • [DOC File]UNIT 1 - ARITHMETIC & GEOMETRIC SEQUENCES

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      An infinite series is convergent if the sequence of its partial sums approaches a given number. Divergence – An infinite series is divergent if the sequence of its partial sums do not approach a given number. I) Investigate the series represented by the summation notation by completing the table. Use your calculator to complete the table.

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