pls #3 3. Let the continuous random variable ( X ) have the uniform ( mathrm{U}(a, b) ) distribution. Show that the expected value of ( X ) is equal to ( (a+b) / 2 ) and explain why this makes sense intuitively.

Question

pls #3 3. Let the continuous random variable  ( X  ) have the uniform  (  mathrm{U}(a, b)  ) distribution. Show that the expected value of  ( X  ) is equal to  ( (a+b) / 2  ) and explain why this makes sense intuitively.

Accepted Answer

Expert Answer to - pls #3 3. Let the continuous random variable  ( X  ) have the uniform  (  mathrm{U}(a, b)  ) distrib

Answer

Solution for - pls #3 3. Let the continuous random variable  ( X  ) have the uniform  (  mathrm{U}(a, b)  ) distrib

Answer

This an additional answer to - pls #3 3. Let the continuous random variable  ( X  ) have the uniform  (  mathrm{U}(a, b)  ) distrib

(Solved): pls #3 3. Let the continuous random variable \( X \) have the uniform \( \mathrm{U}(a, b) \) distrib ...

View Expert Answer

Expert Answer

Buy This Answer $5

Place Order

We Provide Services Across The Globe