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The average of four positive integers is 72.5. The highest integer is 117 and the lowest integer is 15. The difference between the remaining two integers is 12. Which is the higher of these remaining two integers?
73
84
70
None of these
let a,b,c,d are positive integers,
(a+b+c+d)/4=72.5;
=> a+b+c+d =(72.5*4)=290;
lets consider a=117 and d=15 as given
and b-c=12 as given by substituting and a and d we get
b+c=158
by adding b-c=12, b+c=158, we get
2b=170 => b=85;
by substituting b=85 we get c=73 ;
b = 85 is the higher of b and c which is not available in the options.
By: Deepak Dawra ProfileResourcesReport error
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