Since smaller loops correspond to larger z values, those loops collapse down to the location of a maximum. We'll see how to find the exact coordinates in the next folder.
9
Equations for the critical points
Ocultar esta carpeta de los estudiantes.
10
The critical points should be the solutions of the following equations. Turn them on to see where those curves intersect.
11
Expresión 12: negative 2 "x" minus 3 "x" squared minus 2 "y" plus 2 "x" "y" equals 0−2x−3x2−2y+2xy=0
12
Expresión 13: negative 2 minus 2 "x" plus "x" squared plus 2 "y" plus 3 "y" squared equals 0−2−2x+x2+2y+3y2=0
13
Expresión 14: "m" equals "f" left parenthesis, negative 0.7 6 5 , negative 0.0 6 4 , right parenthesism=f−0.765,−0.064
14
Expresión 15: "n" equals "f" left parenthesis, 0.4 4 5 , negative 1.3 3 8 , right parenthesisn=f0.445,−1.338
15
Expresión 16: left parenthesis, negative 0.7 6 5 , negative 0.0 6 4 , right parenthesis−0.765,−0.064
16
Expresión 17: left parenthesis, 0.4 4 5 , negative 1.3 3 8 , right parenthesis0.445,−1.338
