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Asked by:
doreen
doreen
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$10.00 Expectation

  • From Mathematics: Statistics
  • Closed, but you can still post tutorials
  • Due on Nov. 25, 2008
  • Asked on Nov. 22, 2008 at 06:54:09AM
Q:
1. prove that expection of a constant is a constant ie Ea=a, a is a constant
2. If X>Y prove EX>EY
 


   
   
   
   
bogdan asked: are the random variables discrete or continuous?
To which doreen said: discrete. But i got he answer to one question I only need the answer to prove If X>=Y then EX>=EY.
 
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Posted by:
sudipta
sudipta
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$10.00 Both parts answered

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  • Posted on Nov. 22, 2008 at 07:07:29AM
A:
Preview: ... 1<br>= a<br><br>2. Suppose the random variable X > the random variable Y, such that:<br>X = Y + ...

The full tutorial is about 108 words long .
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shri21
shri21
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$8.00 Problems on Mathematical Expectation of a variable

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  • Posted on Nov. 22, 2008 at 07:37:41AM
A:
Preview: ... er [-infinity, infinity]<br><br>= c * 1 = c [Because, Integral {f(x)}dx <br><br>over [-infinity, inf ...

The full tutorial is about 97 words long .
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bogdan
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$7.90 proof

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  • Posted on Nov 22, 2008 at 7:15:34PM
A:
Preview: ... variable. Then the epected value of X is:<br>EX= sum x*p(x)<br>1) If X=a is a constant, then P(X=a)=1, so<br>EX=a*1=1<br>2)Monotonicity. Let X,Y be two d ...

The full tutorial is about 104 words long .
   
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