Eksempel p\303\245 funktion af 2 variable, som har egentligtlokalt minimum p\303\245 enhver ret linje gennem origo,men som ikke har lokalt minimum i origo!Eksemplet er hentet fra side 122 i bogen "Counterexamples in Analysis":http://books.google.com/books?id=cDAMh5n4lkkC&printsec=frontcover&hl=da&source=gbs_navlinks_s#v=onepage&q=&f=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LSUrQU5OT1RBVElPTkc2Jy0lKUJPVU5EU19YRzYjJCIiISEiIi0lKUJPVU5EU19ZR0YnLSUtQk9VTkRTX1dJRFRIRzYjJCIlIW8lRiotJS5CT1VORFNfSEVJR0hURzYjJCIlcU9GKi0lKUNISUxEUkVORzYiLUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYjLUkjbWlHRiQ2JVEocmVzdGFydEYnLyUnaXRhbGljR1EldHJ1ZUYnLyUsbWF0aHZhcmlhbnRHUSdpdGFsaWNGJw==QyYtSSV3aXRoRzYiNiNJJnBsb3RzRzYkJSpwcm90ZWN0ZWRHSShfc3lzbGliR0YlISIiLUYkNiNJKnBsb3R0b29sc0dGKEYrPkkiZkc2ImYqNiRJInhHRiRJInlHRiRGJDYkSSlvcGVyYXRvckdGJEkmYXJyb3dHRiRGJComLCY5JSIiIiokOSQiIiMhIiJGLywmRi5GL0YwISIkRi9GJEYkRiQ=Ikke lokalt minimum i origoGrafisk 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Grafisk ses det tydeligt, n\303\245r man drejer p\303\245 figuren, at der IKKE er lokalt minimum i origo!P\303\245 de 2 parabler er funktionen 0, mens den er negativ mellem de 2 parabler. Ellers er funktionen positiv.Korrekt bevisFor at bevise det, ser man p\303\245 2 m\303\245der at n\303\246rme sig origo.Dels p\303\245 en parabel LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYpLUkjbWlHRiQ2JlEieUYnLyUnaXRhbGljR1EldHJ1ZUYnLyUrZXhlY3V0YWJsZUdRJmZhbHNlRicvJSxtYXRodmFyaWFudEdRJ2l0YWxpY0YnLUkjbW9HRiQ2LlEiPUYnRjIvRjZRJ25vcm1hbEYnLyUmZmVuY2VHRjQvJSpzZXBhcmF0b3JHRjQvJSlzdHJldGNoeUdGNC8lKnN5bW1ldHJpY0dGNC8lKGxhcmdlb3BHRjQvJS5tb3ZhYmxlbGltaXRzR0Y0LyUnYWNjZW50R0Y0LyUnbHNwYWNlR1EsMC4yNzc3Nzc4ZW1GJy8lJ3JzcGFjZUdGTi1JI21uR0YkNiVRIjJGJ0YyRjwtRjk2LlEnJnNkb3Q7RidGMkY8Rj5GQEZCRkRGRkZIRkovRk1RJjAuMGVtRicvRlBGWS1JJW1zdXBHRiQ2JS1GLDYmUSJ4RidGL0YyRjUtRiM2JkZRRi9GMkY1LyUxc3VwZXJzY3JpcHRzaGlmdEdRIjBGJ0YyRjw=, som ligger imellem de 2 tegnede, dels p\303\245 den rette linje LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYnLUkjbWlHRiQ2JlEieUYnLyUnaXRhbGljR1EldHJ1ZUYnLyUrZXhlY3V0YWJsZUdRJmZhbHNlRicvJSxtYXRodmFyaWFudEdRJ2l0YWxpY0YnLUkjbW9HRiQ2LlEiPUYnRjIvRjZRJ25vcm1hbEYnLyUmZmVuY2VHRjQvJSpzZXBhcmF0b3JHRjQvJSlzdHJldGNoeUdGNC8lKnN5bW1ldHJpY0dGNC8lKGxhcmdlb3BHRjQvJS5tb3ZhYmxlbGltaXRzR0Y0LyUnYWNjZW50R0Y0LyUnbHNwYWNlR1EsMC4yNzc3Nzc4ZW1GJy8lJ3JzcGFjZUdGTi1JI21uR0YkNiVRIjBGJ0YyRjxGMkY8 .QyQ+SSJnRzYiZio2I0kieEdGJUYlNiRJKW9wZXJhdG9yR0YlSSZhcnJvd0dGJUYlLUkiZkdGJTYkOSQsJCokRi8iIiNGMkYlRiVGJSEiIg==LUkiZ0c2IjYjSSJ4R0YkDet er tydeligt, at funktionen er negativ p\303\245 hele parablen 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 p\303\245n\303\246r i origo, hvor funktionen er 0.QyQ+SSJoRzYiZio2I0kieEdGJUYlNiRJKW9wZXJhdG9yR0YlSSZhcnJvd0dGJUYlLUkiZkdGJTYkOSQiIiFGJUYlRiUhIiI=LUkiaEc2IjYjSSJ4R0YkDet er tydeligt, at funktionen er positiv p\303\245 hele den rette linje LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYnLUkjbWlHRiQ2JlEieUYnLyUnaXRhbGljR1EldHJ1ZUYnLyUrZXhlY3V0YWJsZUdRJmZhbHNlRicvJSxtYXRodmFyaWFudEdRJ2l0YWxpY0YnLUkjbW9HRiQ2LlEiPUYnRjIvRjZRJ25vcm1hbEYnLyUmZmVuY2VHRjQvJSpzZXBhcmF0b3JHRjQvJSlzdHJldGNoeUdGNC8lKnN5bW1ldHJpY0dGNC8lKGxhcmdlb3BHRjQvJS5tb3ZhYmxlbGltaXRzR0Y0LyUnYWNjZW50R0Y0LyUnbHNwYWNlR1EsMC4yNzc3Nzc4ZW1GJy8lJ3JzcGFjZUdGTi1JI21uR0YkNiVRIjBGJ0YyRjxGMkY8 p\303\245n\303\246r i origo, hvor funktionen er 0.Hermed er det bevist, at 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 IKKE har lokalt minimum i origo.Lokalt minimum p\303\245 enhver ret linje gennem origoSer p\303\245 restriktionen til den rette linje 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 gennem origo (NB: a\342\210\210\342\204\235).Udtrykket inkluderer ikke den lodrette linje LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYnLUkjbWlHRiQ2JlEieEYnLyUnaXRhbGljR1EldHJ1ZUYnLyUrZXhlY3V0YWJsZUdRJmZhbHNlRicvJSxtYXRodmFyaWFudEdRJ2l0YWxpY0YnLUkjbW9HRiQ2LlEiPUYnRjIvRjZRJ25vcm1hbEYnLyUmZmVuY2VHRjQvJSpzZXBhcmF0b3JHRjQvJSlzdHJldGNoeUdGNC8lKnN5bW1ldHJpY0dGNC8lKGxhcmdlb3BHRjQvJS5tb3ZhYmxlbGltaXRzR0Y0LyUnYWNjZW50R0Y0LyUnbHNwYWNlR1EsMC4yNzc3Nzc4ZW1GJy8lJ3JzcGFjZUdGTi1JI21uR0YkNiVRIjBGJ0YyRjxGMkY8, som skal specialunders\303\270ges.Lodret linjeQyQ+SSJpRzYiZio2I0kieUdGJUYlNiRJKW9wZXJhdG9yR0YlSSZhcnJvd0dGJUYlLUkiZkdGJTYkIiIhOSRGJUYlRiUhIiI=LUkiaUc2IjYjSSJ5R0YkDet ses tydeligt, at der er egentligt lokalt minimum i origo, n\303\245r man tager restriktionen til den lodrette linje LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYpLUkjbWlHRiQ2KFEieEYnLyUlYm9sZEdRJXRydWVGJy8lJ2l0YWxpY0dGMS8lK2V4ZWN1dGFibGVHUSZmYWxzZUYnLyUsbWF0aHZhcmlhbnRHUSxib2xkLWl0YWxpY0YnLyUrZm9udHdlaWdodEdRJWJvbGRGJy1JI21vR0YkNjBRIj1GJ0YvRjQvRjhGPEY6LyUmZmVuY2VHRjYvJSpzZXBhcmF0b3JHRjYvJSlzdHJldGNoeUdGNi8lKnN5bW1ldHJpY0dGNi8lKGxhcmdlb3BHRjYvJS5tb3ZhYmxlbGltaXRzR0Y2LyUnYWNjZW50R0Y2LyUnbHNwYWNlR1EsMC4yNzc3Nzc4ZW1GJy8lJ3JzcGFjZUdGUi1JI21uR0YkNidRIjBGJ0YvRjRGQUY6Ri9GNEZBRjo= gennem origo.Generel linjeQyQ+SSJqRzYiZio2I0kieEdGJUYlNiRJKW9wZXJhdG9yR0YlSSZhcnJvd0dGJUYlLUkiZkdGJTYkOSQqJkkiYUdGJSIiIkYvRjJGJUYlRiUhIiI=LUkiakc2IjYjSSJ4R0YkLUkiakc2IjYjIiIhLUknZmFjdG9yRzYiNiMtSSJqR0YkNiNJInhHRiQ=LUkmc29sdmVHNiI2JC8tSSJqR0YkNiNJInhHRiQiIiFGKg==LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYqLUkjbWlHRiQ2JVEiYUYnLyUsbWF0aHZhcmlhbnRHUSxib2xkLWl0YWxpY0YnLyUrZm9udHdlaWdodEdRJWJvbGRGJy1JI21vR0YkNi9RIj1GJy8lJ2l0YWxpY0dRJmZhbHNlRicvRjBGNEYyLyUmZmVuY2VHRjsvJSpzZXBhcmF0b3JHRjsvJSlzdHJldGNoeUdGOy8lKnN5bW1ldHJpY0dGOy8lKGxhcmdlb3BHRjsvJS5tb3ZhYmxlbGltaXRzR0Y7LyUnYWNjZW50R0Y7LyUnbHNwYWNlR1EsMC4yNzc3Nzc4ZW1GJy8lJ3JzcGFjZUdGTS1JI21uR0YkNiZRIjBGJ0Y5RjxGMi8lJ2ZhbWlseUdRMFRpbWVzfk5ld35Sb21hbkYnLyUlc2l6ZUdRIzEyRidGOUY8RjI= (vandret linje)Antag, at LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYoLUkjbWlHRiQ2J1EiYUYnLyUnaXRhbGljR1EldHJ1ZUYnLyUqdW5kZXJsaW5lR0YxLyUrZXhlY3V0YWJsZUdRJmZhbHNlRicvJSxtYXRodmFyaWFudEdRJ2l0YWxpY0YnLUkjbW9HRiQ2L1EiPUYnRjJGNC9GOFEnbm9ybWFsRicvJSZmZW5jZUdGNi8lKnNlcGFyYXRvckdGNi8lKXN0cmV0Y2h5R0Y2LyUqc3ltbWV0cmljR0Y2LyUobGFyZ2VvcEdGNi8lLm1vdmFibGVsaW1pdHNHRjYvJSdhY2NlbnRHRjYvJSdsc3BhY2VHUSwwLjI3Nzc3NzhlbUYnLyUncnNwYWNlR0ZQLUkjbW5HRiQ2JlEiMEYnRjJGNEY+RjJGNEY+:LUklc3Vic0clKnByb3RlY3RlZEc2JC9JImFHNiIiIiEtSSJqR0YoNiNJInhHRig=Funktionen har tydelig egentligt lokalt minium i origo for restriktionen til den rette linje LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYpLUkjbWlHRiQ2KFEieUYnLyUlYm9sZEdRJXRydWVGJy8lJ2l0YWxpY0dGMS8lK2V4ZWN1dGFibGVHUSZmYWxzZUYnLyUsbWF0aHZhcmlhbnRHUSxib2xkLWl0YWxpY0YnLyUrZm9udHdlaWdodEdRJWJvbGRGJy1JI21vR0YkNjBRIj1GJ0YvRjQvRjhGPEY6LyUmZmVuY2VHRjYvJSpzZXBhcmF0b3JHRjYvJSlzdHJldGNoeUdGNi8lKnN5bW1ldHJpY0dGNi8lKGxhcmdlb3BHRjYvJS5tb3ZhYmxlbGltaXRzR0Y2LyUnYWNjZW50R0Y2LyUnbHNwYWNlR1EsMC4yNzc3Nzc4ZW1GJy8lJ3JzcGFjZUdGUi1JI21uR0YkNidRIjBGJ0YvRjRGQUY6Ri9GNEZBRjo= .LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYqLUkjbWlHRiQ2JVEiYUYnLyUsbWF0aHZhcmlhbnRHUSxib2xkLWl0YWxpY0YnLyUrZm9udHdlaWdodEdRJWJvbGRGJy1JI21vR0YkNi9RIj5GJy8lJ2l0YWxpY0dRJmZhbHNlRicvRjBGNEYyLyUmZmVuY2VHRjsvJSpzZXBhcmF0b3JHRjsvJSlzdHJldGNoeUdGOy8lKnN5bW1ldHJpY0dGOy8lKGxhcmdlb3BHRjsvJS5tb3ZhYmxlbGltaXRzR0Y7LyUnYWNjZW50R0Y7LyUnbHNwYWNlR1EsMC4yNzc3Nzc4ZW1GJy8lJ3JzcGFjZUdGTS1JI21uR0YkNiZRIjBGJ0Y5RjxGMi8lJ2ZhbWlseUdRMFRpbWVzfk5ld35Sb21hbkYnLyUlc2l6ZUdRIzEyRidGOUY8RjI= (positiv h\303\246ldningskoefficient)Antag at LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYoLUkjbWlHRiQ2J1EiYUYnLyUnaXRhbGljR1EldHJ1ZUYnLyUqdW5kZXJsaW5lR0YxLyUrZXhlY3V0YWJsZUdRJmZhbHNlRicvJSxtYXRodmFyaWFudEdRJ2l0YWxpY0YnLUkjbW9HRiQ2L1EiPkYnRjJGNC9GOFEnbm9ybWFsRicvJSZmZW5jZUdGNi8lKnNlcGFyYXRvckdGNi8lKXN0cmV0Y2h5R0Y2LyUqc3ltbWV0cmljR0Y2LyUobGFyZ2VvcEdGNi8lLm1vdmFibGVsaW1pdHNHRjYvJSdhY2NlbnRHRjYvJSdsc3BhY2VHUSwwLjI3Nzc3NzhlbUYnLyUncnNwYWNlR0ZQLUkjbW5HRiQ2JlEiMEYnRjJGNEY+RjJGNEY+:Da LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYnLUkjbWlHRiQ2JlEiYUYnLyUnaXRhbGljR1EldHJ1ZUYnLyUrZXhlY3V0YWJsZUdRJmZhbHNlRicvJSxtYXRodmFyaWFudEdRJ2l0YWxpY0YnLUkjbW9HRiQ2LlEiPkYnRjIvRjZRJ25vcm1hbEYnLyUmZmVuY2VHRjQvJSpzZXBhcmF0b3JHRjQvJSlzdHJldGNoeUdGNC8lKnN5bW1ldHJpY0dGNC8lKGxhcmdlb3BHRjQvJS5tb3ZhYmxlbGltaXRzR0Y0LyUnYWNjZW50R0Y0LyUnbHNwYWNlR1EsMC4yNzc3Nzc4ZW1GJy8lJ3JzcGFjZUdGTi1JI21uR0YkNiVRIjBGJ0YyRjxGMkY8, er 2 af r\303\270dderne positive.Der er 3 forskellige r\303\270dder: 0 , 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 og LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYlLUkjbWlHRiQ2JlEiYUYnLyUnaXRhbGljR1EldHJ1ZUYnLyUrZXhlY3V0YWJsZUdRJmZhbHNlRicvJSxtYXRodmFyaWFudEdRJ2l0YWxpY0YnRjIvRjZRJ25vcm1hbEYn .0 er en dobbeltrod, derfor skifter LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYmLUkjbWlHRiQ2JlEiakYnLyUnaXRhbGljR1EldHJ1ZUYnLyUrZXhlY3V0YWJsZUdRJmZhbHNlRicvJSxtYXRodmFyaWFudEdRJ2l0YWxpY0YnLUkobWZlbmNlZEdGJDYlLUYjNiUtRiw2JlEieEYnRi9GMkY1RjIvRjZRJ25vcm1hbEYnRjJGQEYyRkA= ikke fortegn omkring 0.Faktoropl\303\270sningen er: 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 .Da LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYnLUkjbWlHRiQ2JlEiYUYnLyUnaXRhbGljR1EldHJ1ZUYnLyUrZXhlY3V0YWJsZUdRJmZhbHNlRicvJSxtYXRodmFyaWFudEdRJ2l0YWxpY0YnLUkjbW9HRiQ2LlEiPkYnRjIvRjZRJ25vcm1hbEYnLyUmZmVuY2VHRjQvJSpzZXBhcmF0b3JHRjQvJSlzdHJldGNoeUdGNC8lKnN5bW1ldHJpY0dGNC8lKGxhcmdlb3BHRjQvJS5tb3ZhYmxlbGltaXRzR0Y0LyUnYWNjZW50R0Y0LyUnbHNwYWNlR1EsMC4yNzc3Nzc4ZW1GJy8lJ3JzcGFjZUdGTi1JI21uR0YkNiVRIjBGJ0YyRjxGMkY8 er LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYoLUkjbWlHRiQ2JlEiakYnLyUnaXRhbGljR1EldHJ1ZUYnLyUrZXhlY3V0YWJsZUdRJmZhbHNlRicvJSxtYXRodmFyaWFudEdRJ2l0YWxpY0YnLUkobWZlbmNlZEdGJDYlLUYjNiUtSSNtbkdGJDYlUSIwRidGMi9GNlEnbm9ybWFsRidGMkZBRjJGQS1JI21vR0YkNi5RIj1GJ0YyRkEvJSZmZW5jZUdGNC8lKnNlcGFyYXRvckdGNC8lKXN0cmV0Y2h5R0Y0LyUqc3ltbWV0cmljR0Y0LyUobGFyZ2VvcEdGNC8lLm1vdmFibGVsaW1pdHNHRjQvJSdhY2NlbnRHRjQvJSdsc3BhY2VHUSwwLjI3Nzc3NzhlbUYnLyUncnNwYWNlR0ZXRj1GMkZB og LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYoLUkjbWlHRiQ2JlEiakYnLyUnaXRhbGljR1EldHJ1ZUYnLyUrZXhlY3V0YWJsZUdRJmZhbHNlRicvJSxtYXRodmFyaWFudEdRJ2l0YWxpY0YnLUkobWZlbmNlZEdGJDYlLUYjNiUtRiw2JlEieEYnRi9GMkY1RjIvRjZRJ25vcm1hbEYnRjJGQC1JI21vR0YkNi5RIj5GJ0YyRkAvJSZmZW5jZUdGNC8lKnNlcGFyYXRvckdGNC8lKXN0cmV0Y2h5R0Y0LyUqc3ltbWV0cmljR0Y0LyUobGFyZ2VvcEdGNC8lLm1vdmFibGVsaW1pdHNHRjQvJSdhY2NlbnRHRjQvJSdsc3BhY2VHUSwwLjI3Nzc3NzhlbUYnLyUncnNwYWNlR0ZWLUkjbW5HRiQ2JVEiMEYnRjJGQEYyRkA= i intervallerne 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 og 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Derfor er der egentligt minimum i origo for restriktionen til den rette linje 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 , hvor LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYpLUkjbWlHRiQ2KFEiYUYnLyUlYm9sZEdRJXRydWVGJy8lJ2l0YWxpY0dGMS8lK2V4ZWN1dGFibGVHUSZmYWxzZUYnLyUsbWF0aHZhcmlhbnRHUSxib2xkLWl0YWxpY0YnLyUrZm9udHdlaWdodEdRJWJvbGRGJy1JI21vR0YkNjBRIj5GJ0YvRjQvRjhGPEY6LyUmZmVuY2VHRjYvJSpzZXBhcmF0b3JHRjYvJSlzdHJldGNoeUdGNi8lKnN5bW1ldHJpY0dGNi8lKGxhcmdlb3BHRjYvJS5tb3ZhYmxlbGltaXRzR0Y2LyUnYWNjZW50R0Y2LyUnbHNwYWNlR1EsMC4yNzc3Nzc4ZW1GJy8lJ3JzcGFjZUdGUi1JI21uR0YkNidRIjBGJ0YvRjRGQUY6Ri9GNEZBRjo=.LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYqLUkjbWlHRiQ2JVEiYUYnLyUsbWF0aHZhcmlhbnRHUSxib2xkLWl0YWxpY0YnLyUrZm9udHdlaWdodEdRJWJvbGRGJy1JI21vR0YkNi9RIjxGJy8lJ2l0YWxpY0dRJmZhbHNlRicvRjBGNEYyLyUmZmVuY2VHRjsvJSpzZXBhcmF0b3JHRjsvJSlzdHJldGNoeUdGOy8lKnN5bW1ldHJpY0dGOy8lKGxhcmdlb3BHRjsvJS5tb3ZhYmxlbGltaXRzR0Y7LyUnYWNjZW50R0Y7LyUnbHNwYWNlR1EsMC4yNzc3Nzc4ZW1GJy8lJ3JzcGFjZUdGTS1JI21uR0YkNiZRIjBGJ0Y5RjxGMi8lJ2ZhbWlseUdRMFRpbWVzfk5ld35Sb21hbkYnLyUlc2l6ZUdRIzEyRidGOUY8RjI= (negativ h\303\246ldningskoefficient)Antag at LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYoLUkjbWlHRiQ2J1EiYUYnLyUnaXRhbGljR1EldHJ1ZUYnLyUqdW5kZXJsaW5lR0YxLyUrZXhlY3V0YWJsZUdRJmZhbHNlRicvJSxtYXRodmFyaWFudEdRJ2l0YWxpY0YnLUkjbW9HRiQ2L1EiPEYnRjJGNC9GOFEnbm9ybWFsRicvJSZmZW5jZUdGNi8lKnNlcGFyYXRvckdGNi8lKXN0cmV0Y2h5R0Y2LyUqc3ltbWV0cmljR0Y2LyUobGFyZ2VvcEdGNi8lLm1vdmFibGVsaW1pdHNHRjYvJSdhY2NlbnRHRjYvJSdsc3BhY2VHUSwwLjI3Nzc3NzhlbUYnLyUncnNwYWNlR0ZQLUkjbW5HRiQ2JlEiMEYnRjJGNEY+RjJGNEY+:Da LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYnLUkjbWlHRiQ2JlEiYUYnLyUnaXRhbGljR1EldHJ1ZUYnLyUrZXhlY3V0YWJsZUdRJmZhbHNlRicvJSxtYXRodmFyaWFudEdRJ2l0YWxpY0YnLUkjbW9HRiQ2LlEiPEYnRjIvRjZRJ25vcm1hbEYnLyUmZmVuY2VHRjQvJSpzZXBhcmF0b3JHRjQvJSlzdHJldGNoeUdGNC8lKnN5bW1ldHJpY0dGNC8lKGxhcmdlb3BHRjQvJS5tb3ZhYmxlbGltaXRzR0Y0LyUnYWNjZW50R0Y0LyUnbHNwYWNlR1EsMC4yNzc3Nzc4ZW1GJy8lJ3JzcGFjZUdGTi1JI21uR0YkNiVRIjBGJ0YyRjxGMkY8, er 2 af r\303\270dderne negative.Der er 3 forskellige r\303\270dder: LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYlLUkjbWlHRiQ2JlEiYUYnLyUnaXRhbGljR1EldHJ1ZUYnLyUrZXhlY3V0YWJsZUdRJmZhbHNlRicvJSxtYXRodmFyaWFudEdRJ2l0YWxpY0YnRjIvRjZRJ25vcm1hbEYn , 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 og LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYlLUkjbW5HRiQ2JVEiMEYnLyUrZXhlY3V0YWJsZUdRJmZhbHNlRicvJSxtYXRodmFyaWFudEdRJ25vcm1hbEYnRi9GMg== .0 er en dobbeltrod, derfor skifter LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYmLUkjbWlHRiQ2JlEiakYnLyUnaXRhbGljR1EldHJ1ZUYnLyUrZXhlY3V0YWJsZUdRJmZhbHNlRicvJSxtYXRodmFyaWFudEdRJ2l0YWxpY0YnLUkobWZlbmNlZEdGJDYlLUYjNiUtRiw2JlEieEYnRi9GMkY1RjIvRjZRJ25vcm1hbEYnRjJGQEYyRkA= ikke fortegn omkring 0.Faktoropl\303\270sningen er: 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 .Da LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYnLUkjbWlHRiQ2JlEiYUYnLyUnaXRhbGljR1EldHJ1ZUYnLyUrZXhlY3V0YWJsZUdRJmZhbHNlRicvJSxtYXRodmFyaWFudEdRJ2l0YWxpY0YnLUkjbW9HRiQ2LlEiPEYnRjIvRjZRJ25vcm1hbEYnLyUmZmVuY2VHRjQvJSpzZXBhcmF0b3JHRjQvJSlzdHJldGNoeUdGNC8lKnN5bW1ldHJpY0dGNC8lKGxhcmdlb3BHRjQvJS5tb3ZhYmxlbGltaXRzR0Y0LyUnYWNjZW50R0Y0LyUnbHNwYWNlR1EsMC4yNzc3Nzc4ZW1GJy8lJ3JzcGFjZUdGTi1JI21uR0YkNiVRIjBGJ0YyRjxGMkY8 er LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYoLUkjbWlHRiQ2JlEiakYnLyUnaXRhbGljR1EldHJ1ZUYnLyUrZXhlY3V0YWJsZUdRJmZhbHNlRicvJSxtYXRodmFyaWFudEdRJ2l0YWxpY0YnLUkobWZlbmNlZEdGJDYlLUYjNiUtSSNtbkdGJDYlUSIwRidGMi9GNlEnbm9ybWFsRidGMkZBRjJGQS1JI21vR0YkNi5RIj1GJ0YyRkEvJSZmZW5jZUdGNC8lKnNlcGFyYXRvckdGNC8lKXN0cmV0Y2h5R0Y0LyUqc3ltbWV0cmljR0Y0LyUobGFyZ2VvcEdGNC8lLm1vdmFibGVsaW1pdHNHRjQvJSdhY2NlbnRHRjQvJSdsc3BhY2VHUSwwLjI3Nzc3NzhlbUYnLyUncnNwYWNlR0ZXRj1GMkZB og LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYoLUkjbWlHRiQ2JlEiakYnLyUnaXRhbGljR1EldHJ1ZUYnLyUrZXhlY3V0YWJsZUdRJmZhbHNlRicvJSxtYXRodmFyaWFudEdRJ2l0YWxpY0YnLUkobWZlbmNlZEdGJDYlLUYjNiUtRiw2JlEieEYnRi9GMkY1RjIvRjZRJ25vcm1hbEYnRjJGQC1JI21vR0YkNi5RIj5GJ0YyRkAvJSZmZW5jZUdGNC8lKnNlcGFyYXRvckdGNC8lKXN0cmV0Y2h5R0Y0LyUqc3ltbWV0cmljR0Y0LyUobGFyZ2VvcEdGNC8lLm1vdmFibGVsaW1pdHNHRjQvJSdhY2NlbnRHRjQvJSdsc3BhY2VHUSwwLjI3Nzc3NzhlbUYnLyUncnNwYWNlR0ZWLUkjbW5HRiQ2JVEiMEYnRjJGQEYyRkA= i intervallerne 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 og 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Derfor er der egentligt minimum i origo for restriktionen til den rette linje 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 , hvor LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYpLUkjbWlHRiQ2KFEiYUYnLyUlYm9sZEdRJXRydWVGJy8lJ2l0YWxpY0dGMS8lK2V4ZWN1dGFibGVHUSZmYWxzZUYnLyUsbWF0aHZhcmlhbnRHUSxib2xkLWl0YWxpY0YnLyUrZm9udHdlaWdodEdRJWJvbGRGJy1JI21vR0YkNjBRIjxGJ0YvRjQvRjhGPEY6LyUmZmVuY2VHRjYvJSpzZXBhcmF0b3JHRjYvJSlzdHJldGNoeUdGNi8lKnN5bW1ldHJpY0dGNi8lKGxhcmdlb3BHRjYvJS5tb3ZhYmxlbGltaXRzR0Y2LyUnYWNjZW50R0Y2LyUnbHNwYWNlR1EsMC4yNzc3Nzc4ZW1GJy8lJ3JzcGFjZUdGUi1JI21uR0YkNidRIjBGJ0YvRjRGQUY6Ri9GNEZBRjo=.Generelt kan man sige, at - bortset fra den lodrette og den vandrette linje - vil origo v\303\246re minimum i intervallet 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