Answer:-
Let , family income(X) is a random variable which follows uniform distribution
X ~ uniform ( 35000, 55000 ) , where 35000 < x < 55000
Here a = 35000 and b = 55000 , then the expected value for the family income for this uniform probability distribution is (a + b) / 2
i.e , E(X) = ( a + b ) / 2
E(X)=( 35000 + 55000 ) / 2
E(X) = 45000
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