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Here are six questions about pdf and cdf. I need the tutor who are good at these problems.
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PROBLEM 1 (Fun with Areas). Suppose we sample two numbers X and Y independently, each uniformly
from the interval (0,1). Note that this is equivalent to sampling a point uniformly at random from the unit
square (0,1)2. Find the probability of the following:
(a) X – 13
(b) |X – Y| < 1,
(c) max{X,Y}
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Tags:
probability
integrals
Linear relationships
joint cumulative distribution function
uniform probability density function
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