CALCULUS APPLIED APPROACH >PRINT UGRADE<
CALCULUS APPLIED APPROACH >PRINT UGRADE<
10th Edition
ISBN: 9780357667231
Author: Larson
Publisher: CENGAGE L
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Chapter A4, Problem 38E
To determine

To calculate: The zeros of the polynomial (x225).

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39. (a) Show that Σeak converges for each α > 0. (b) Show that keak converges for each a > 0. k=0 (c) Show that, more generally, Σk"eak converges for each k=0 nonnegative integer n and each a > 0.
#3 Find the derivative y' = of the following functions, using the derivative rules: dx a) y-Cos 6x b) y=x-Sin4x c) y=x-Cos3x d) y=x-R CD-X:-:TCH :D:D:D - Sin f) Sin(x²) (9) Tan (x³)
mate hat is the largest area that can be en 18 For the function y=x³-3x² - 1, use derivatives to: (a) determine the intervals of increase and decrease. (b) determine the local (relative) maxima and minima. (c) determine the intervals of concavity. (d) determine the points of inflection. b) (e) sketch the graph with the above information indicated on the graph.

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CALCULUS APPLIED APPROACH >PRINT UGRADE<

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