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Discussion Sheet 8
In this math activity, students apply the test for each series and determine if they converge or diverge. Students also find the exact value of the convergent series.
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Discussion Sheet 9
For this math worksheet, students determine the convergence and divergence for each series using the test that is indicated. They also compute the partial sum and determine the error.
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Intervals of Convergence Power Series
In this interval of convergence worksheet, students identify the interval of convergence and apply the absolute ratio test. This two-page worksheet contains fourteen problems.
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Testing Infinite Series for Convergence/ Divergence
In this math worksheet, students investigate the concepts of divergence and convergence for the functions. The sheet is handwritten and has poor quality.
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Numerical Analysis
In this math worksheet, students practice analyzing iterative methods. Then they use the reading to practice problem solving focusing upon convergence.
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Numerical Analysis/ Orders of Convergence of a Sequence
In this math worksheet, students examine the concept of orders of convergence for a sequence. They practice finding the different rates of convergence.
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Rates of Convergence of Functions and Sequences
In this math worksheet, learners explore the rates of convergence for functions and sequences. They also practice using Taylor series approximations.
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Worksheet 10
In this math worksheet, they state the tests for convergence or divergence of a series. Then they show examples of series to which the tests could be applied.
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Worksheet 9
In this math worksheet, students test the concepts of divergence and convergence for each formula. Then they test the functions using the Ratio Test.
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Worksheet 16 Practice Exam 1
In this math learning exercise, students consider the Taylor series and the Fibonacci sequence. They define the interval of convergence of the Taylor series.
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Worksheet 15
In this math worksheet, students sketch and label on a number line the regions that converge and diverge with the sequences. Then they examine a smooth function and define its series.
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Worksheet 13
In this math worksheet, students define how for a given value of x, the series S(x) converges. Then they prove how convergence can be absolute.
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Worksheet 9 - Spring 1996
In this math worksheet, students state the tests for convergence or divergence of a series. Then they apply the tests of convergence and divergence.
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Worksheet 10 - Spring 1996
In this math activity, students investigate how a series can apply the law of convergence. They also test the functions using convergence.
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Worksheet 12 - Spring 1996
In this math worksheet, learners consider a series and test to see if the law of convergence applies or not. Then they calculate the Taylor series about x = 0 for the trigonometric functions f(x)=sinx and g(x)=cos.
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Worksheet 21
For this math worksheet, students find the interval convergence of the series. They also practice writing a series and the functions. Students find the Taylor series about zero.
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Worksheet 23
In this math worksheet, students find two power series solutions to Airy's equation. Then they find the radius of convergence for the solutions.
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Worksheet 22
In this math worksheet, learners determine using geometry the radius of convergence of the Taylor series centered at x0 = 0 for the function