Does the function f(x, y) = e-(z²+y²) achieve an absolute minimum on D= R²? %3D Select one: the minimum is achieved on the boundary of D 4 of 24 yes, O yes, the minimum is achieved in the interior of...


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Does the function f(x, y) = e-(z²+y²) achieve an absolute minimum on D= R²?<br>%3D<br>Select one:<br>the minimum is achieved on the boundary of D<br>4 of 24<br>yes,<br>O yes, the minimum is achieved in the interior of D DOO<br>no, because D is not closed<br>no, because D is not bounded<br>none of the other answers<br>.- --- - --- --<br>

Extracted text: Does the function f(x, y) = e-(z²+y²) achieve an absolute minimum on D= R²? %3D Select one: the minimum is achieved on the boundary of D 4 of 24 yes, O yes, the minimum is achieved in the interior of D DOO no, because D is not closed no, because D is not bounded none of the other answers .- --- - --- --

Jun 04, 2022
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