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WirelessCommunicationPresentation
Course: ENGR 300, Fall 2009School: Santa Clara
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STAT309 SOLUTION 6 2.6.2 Let h(x) = cx+d. Then Y = h(X) and h is strictly decreasing, so fY (y) = fX (h-1 (y)/|h (h-1 (y)| = fX (y - d)/c)/|c|, which equals 1/(R - L)|c| = 1/(cL - cR) for L (y - d)/c R, i.e., cR + d y cL + d, otherwise equals 0.
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