Exercise 2.10 Let X be a continuous random variable taking values on IR, and suppose that it
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Exercise 2.10 Let X be a continuous random variable taking values on IR, and suppose that it has a finite mean. Prove that
where F(x) denotes the distribution function of X.
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Related Book For 
Stochastic Processes With Applications To Finance
ISBN: 9781439884829
2nd Edition
Authors: Masaaki Kijima
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