For and that satisfy the inequality what is the sum of the maximum and minimum values of
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differentiate the equation with respect to x, we get 2x + 2yy'-6-10y'<=0 we get x=3 and y=5+2(2^1/2),5-2(2^1/2) so max(x+y)=8+2(2^1/2) min(x+y)=8-2(2^1/2) so, sum of max and min of x+y=16.