MAT 132 Final: MAT 132 SBU Exam Final s2002

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31 Jan 2019
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You may not use any books or notes. It might be helpful to use the following trigonometric identities: sin2(x) + cos2(x) = 1 sin2(x) = cos2(x) = Section: (15 points) evaluate r x5 (hint: use integration by parts) Ln(x) dx: (15 points) evaluate r . 3: (15 points) evaluate r x3 3x4 + 5 dx, (15 points) evaluate the improper integral r . This year, i didn"t plant any at all, but the rhubarb grew back anyway, and i harvested 30 pounds. I g- ure this pattern will continue; every year"s harvest will be 75% of the previous year"s harvest. 5: (10 points) write an integral that equals the arclength of the graph of y(x) = ln(x) between x = 1 and x = 3. You do not need to solve this integral: (15 points) draw a slope- eld for the di erential equation y = y 1.

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