Find the exact extreme values of the function % = : = f (x, y) = (x – 5)² + (y – 1)² + 28 - subject to the following constraints: 0

How do I find the critical point?

Find the exact extreme values of the function<br>% =<br>: = f (x, y) = (x – 5)² + (y – 1)² + 28<br>-<br>subject to the following constraints:<br>0 <x < 16<br>0 < y< 10<br>Start by listing all nine candidates, including their z values, in the form (x,y,z):<br>First, list the four corner points and order your answers from smallest to largest x, then from smallest to largest y.<br>1) ( 0<br>54<br>2) ( 0<br>10<br>134<br>3) ( 16<br>150<br>4) ( 16<br>10<br>230<br>Next find the critical point.<br>5) (<br>

Extracted text: Find the exact extreme values of the function % = : = f (x, y) = (x – 5)² + (y – 1)² + 28 - subject to the following constraints: 0 < 16="" 0=""><>< 10="" start="" by="" listing="" all="" nine="" candidates,="" including="" their="" z="" values,="" in="" the="" form="" (x,y,z):="" first,="" list="" the="" four="" corner="" points="" and="" order="" your="" answers="" from="" smallest="" to="" largest="" x,="" then="" from="" smallest="" to="" largest="" y.="" 1)="" (="" 0="" 54="" 2)="" (="" 0="" 10="" 134="" 3)="" (="" 16="" 150="" 4)="" (="" 16="" 10="" 230="" next="" find="" the="" critical="" point.="" 5)="">

Jun 05, 2022

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Find the exact extreme values of the function % = : = f (x, y) = (x – 5)² + (y – 1)² + 28 - subject to the following constraints: 0

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