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| 1 . |
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Which statment is not correct?
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| 2 . |
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Which statement is not correct?
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| 3 . |
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In applying the integral test to determine the convergence or divergence of a series, which of the following results is incorrect?
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| 4 . |
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In applying the ratio test to determine the convergence or divergence of a series, which of the following results is incorrect?
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| 5 . |
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It can be shown that
How many terms of this series are required to approximate e-¹ with an error of less than 0.001 and what is the resulting approximation?
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| 6 . |
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Which statement is not correct?
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| 7 . |
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The interval of convergence is stated for each of the following power series. Which statement is not correct?
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| 8 . |
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Use the power series 
to determine a power series representation for ln (2 – x) in powers of x.
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| 9 . |
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Find the Maclaurin series for tan–1 (x).
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| 10 . |
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Find the first three terms of the Taylor series for f(x) = sin (x) about the point x = π/3.
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| 11 . |
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How many terms of an appropriate Maclaurin series are required to approximate e ¯² if the error cannot exceed 0.001?
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| 12 . |
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Find the Maclaurin series approximation to 
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| 13 . |
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Estimate the error if the Maclaurin polynomial of degree 2 for sec(x) is used to approximate sec(0.1).
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| 14 . |
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Find the Maclaurin polynomial of degree 3 for 
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| 15 . |
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Use 3 terms of an appropriate series to approximate the first-quadrant area bounded by
 and x=0.5.
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Answer choices in this exercise are randomized and will appear in a different order each time the page is loaded.
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