MATH 220 Final: MATH 220 KSU Final Exam f16t4
15 Feb 2019
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Please make sure that your cell phone is turned o . You will have 1 hour and 50 minutes to complete the exam. 1: find lim x 0, find lim x 2 f (x) = f (x) , (2 points each) evaluate the following for the graph below or state they do not exist. Do not simplify: f (t) where f (t) = cos2 (2t + 1). b. d dx x ln(x2 + 2) c. d dx e5x x2 + 1, (4 points each) let f (x) = x2(x 4)3. R2h and the side wall of the cylinder has area 2 rh. ) r h: the velocity function v = v(t) for an object moving along a straight line is graphed below. The horizontal axis is time measured in seconds, and the vertical axis is velocity in m/sec. The arc from (0,2) to (2,0) is a quarter circle. 6: (5 points) let s = s(t) denote the position of the object.
