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Unformatted text preview: under a curve. Know how to integrate exponential functions. Know how to take improper integrals. Compute the following integrals. 1. 2 5 x e dx ∫ 2. 2 3 1 5 3 x x dx + + ∫ 3. x xe dx ∫ 4. x xe dx ∞∫ 5. ( 29 1 2 3 2 1 5 7 x y xy x y dydx = = + ∫ ∫ Geometric Series Know the basic ideas behind the convergence and divergence of infinite series. Know the rules for when geometric series converge and diverge. Do the series converge or diverge? If they converge, what do they converge to? 1. 1 1 4 i i ∞ = ∑ 2. 1 5 4 i i ∞ = ∑ 3. 1 5 4 i i ∞ = ∑ 4. What is the Taylor series expansion for x e ? Rules for Exponents and Logs Simplify if possible using exponent and logarithmic identities. 1. ( 29 ln ab 2. a b e e 3. ( 29 ln a b + 4. ( 29 3 ln x 5. ( 29 ln x e...
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This note was uploaded on 09/29/2009 for the course STA 505 taught by Professor Lisamarano during the Spring '09 term at West Chester.
 Spring '09
 LisaMarano
 Probability

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