MAP 2302 Midterm: MAP 2302 FIU Exam f13k
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Show all your work and reasoning for maximum credit. If you continue your work on the back/etc, leave me a note. Do not use a calculator, book, or any personal paper. Check that answer carefully below, showing all work: [8pts] find a series solution to the i. v. p: y = 2xy, y(0) = 1, y (0) = 0. 3 nonzero terms: [10pts] answer true or false. You do not have to explain, unless you think the problem is ambiguous. In class, we discussed leibniz and euler more than newton and cauchy. If f and g are l. i. solutions of a cauchy-euler equation on ( , ), then w (f, g)(x) 6= 0 for all x. Solutions in ch. 5. 2 (free undamped motion) often take the form x = c tan(q k. The only solution to y = x2y2 with y(0) = 0 is the trivial one, y(x) 0. The indicial equation is r2 4r + 3 = 0.
