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Given 1 is less than or equal x^2 +y^2 less than or equal 2, find the largest and smallest values of the expression z=x^2 +xy+y^2
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I like to think of a circle in the xy plane where the radius is between 1 and the square root of two.
(centered at zero)
The interesting places are where x=y and x = -y
this is like Lagrange multiplier twice
but the problem is its an inequality
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