Question
2. Let X and Y have the joint probability distribution given by the joint density: XY (,)={(1), 0 <1 0, a. Determine the value of
2. Let X and Y have the joint probability distribution given by the joint density:
XY(,)={(1), 0<1
0,
a. Determine the value of k.
b. Find Pr{X3/4, Y1/2}
3. From question 2 above, derive the distribution function XY(,) for any point (u,v) in the sample space.
Hint: Sketch the region concerned and find XY(,) by suitable integration
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Differential Topology
Authors: Amiya Mukherjee
2nd Edition
3319190458, 9783319190457
