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# Note for MATH 126 with Professor Hadji at UA

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COURSE
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This 5 page Class Notes was uploaded by an elite notetaker on Friday February 6, 2015. The Class Notes belongs to a course at University of Alabama - Tuscaloosa taught by a professor in Fall. Since its upload, it has received 16 views.

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Date Created: 02/06/15
MA 126001 Practice Exam 4 Fall 2012 0 Cell Phones are prohibited 0 Caps may not be worn during the test 0 Programmable or graphing calculators are not allowed 1 10 points Find dydz and dedxz and determine the values of t for which the curve is concave upward xt3712t yt271 2 10 points Show that the curve define by z cos t sint has two tangents at the point 07 0 3 10 points Find an equation for the tangent line to the curve defined by z cost sin 217 y sint cos 217 when t 0 4 10 points Find the length of the curve 75 1 1 276 10z3 5 10 points Find the length ofthe arc ofthe semi cubical parabola y 2 71n x8 between the points A11 and Be7 62 7 78 6 10 points Use the cylindrical shell method to find the volume of the solid obtained by rotating the region y L y 2 about the line z 4 7 10 points Find 3 and for the curve defined by parametric equations tict ytet and find the values oft where the curve is concave upward 8 10 points Describe the motion of a particle with position Ly where zsect7 ytant and tvaries in the interval 0 g t 7r4 HINT Use a trigonometric identity to eliminate t sketch the curve 9 10 points Find the length of the curve described by the parametric equations z3tit3 y3t2 0993 10 10 points Find the area of region bounded by the coordinate axes and the curve given by z2 coszt7 y 5 singt7 0 g t g 7r2

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