# sn3_1 - Math 1432 Notes – Week 3 Popper003 1 What is...

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Unformatted text preview: Math 1432 Notes – Week 3 Popper003 1. What is today? A. Monday B. Tuesday C. Wednesday D. Thursday E. Friday 2. Give the slope of the tangent line to ) 3 sinh( ) 2 cosh( ) ( x x x f- + = at x = 0. A. -2 B. 2 C. 1 D. -3 E. None of the above 8.1 Integration Review and tables ( http://www.math.uh.edu/~bekki/text_cover.pdf ) (8.1 Problem 8) (8.1 Problem 18) (8.1 Problem 20) Popper003 3. Find the area bounded between the graph of 2 1 1 ) ( x x f + = and the line 2 1 = y A. 2 π B 2 π-1 C. 2 π +1 D.1 E.None of the above 8.2 Integration by Parts Formula: ∫ ∫- = vdu uv udv How do you know what to pick for u and for dv ? ILATE I – L – A – T – E – Examples: 1. ∫ dx xe x 2. ∫ dx x x ln 2 3. 4. 5. 6. 7. Find the volume generated by revolving the region under the graph around the y-axis: [ ] π ε , sin ) ( x x x x f = Popper 0043 4. ∫ =- dx xe x A. C e xe x x + +-- B. C e xe x x +---- C. C e xe x x + +--- D. C x xe x + +-- E. None of these 5 ....
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sn3_1 - Math 1432 Notes – Week 3 Popper003 1 What is...

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