- #1
cantidosan
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Homework Statement
Show that this function has no absolute max by showing that it is unbounded
Homework Equations
f(x,y) = (x-1)^2 + (y+2)^2 -4
The Attempt at a Solution
my initial idea is to construct a sequence of points {(xk, yk)} so that the sequence {f(xk, yk)} becomes unbounded.
to show that : Let M=f(x,y)
∨M>0 ∃xk, yk s.t xk,yk∉ B(M,(1,-2)). This issue i have is determining an adequate sequence of values to use.
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