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    Harvard university
    Feb-1997 - Aug-2003

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    Strayer University
    Jan-2007 - Present

Category > Calculus Posted 10 Jul 2017 My Price 8.00

QUIZ # 4 Problems

QUIZ # 4 Problems
(An answer, even if “correct” but lacking work, will NOT receive full
credit!)
1. Use the definition of an improper integral to evaluate the following integrals.
(a) 1 x 3 dx
4 (b)
4 1 0 5/ 2 1 x
(c) x
1 5/2 dx
dx 2. Determine whether the improper integral is convergent or divergent without solving
the integral. Use an appropriate inequality to support your conclusion.
(a) x
1 (b) 3 2x
dx 3x 2 2
1 x 1 2 dx 3. Complete the square in the denominator, make appropriate substitution, and integrate.
1
x 2 2 x 10dx
4. Evaluate the following integrals using the integration by parts.
(a) (3x 4) sin xdx
(b) 2 x ln xdx
(c)
2 x x e dx
5. Find the integral e 3x (Hint: Reappearing Integral)
sin( x )dx

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Answers

(15)
Status NEW Posted 10 Jul 2017 12:07 AM My Price 8.00

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file 1499648176-Solutions file.docx preview (51 words )
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