OPTIMERINGEksempel 5.3 i iBog 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LSUrQU5OT1RBVElPTkc2Jy0lKUJPVU5EU19YRzYjJCIiISEiIi0lKUJPVU5EU19ZR0YnLSUtQk9VTkRTX1dJRFRIRzYjJCIlcVlGKi0lLkJPVU5EU19IRUlHSFRHNiMkIiU/QEYqLSUpQ0hJTERSRU5HNiI=\303\230nsker at bestemme det st\303\270rst mulige volumen (uden l\303\245g), n\303\245r der sk\303\246res LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYlLUkjbWlHRiQ2JlEieEYnLyUnaXRhbGljR1EldHJ1ZUYnLyUrZXhlY3V0YWJsZUdRJmZhbHNlRicvJSxtYXRodmFyaWFudEdRJ2l0YWxpY0YnRjIvRjZRJ25vcm1hbEYn af hvert hj\303\270rne.Alle m\303\245l er i cm.LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYjLUkjbWlHRiQ2JVEocmVzdGFydEYnLyUnaXRhbGljR1EldHJ1ZUYnLyUsbWF0aHZhcmlhbnRHUSdpdGFsaWNGJw==Volumen:PkkiVkc2ImYqNiNJInhHRiRGJDYkSSlvcGVyYXRvckdGJEkmYXJyb3dHRiRGJCooOSQiIiIsJiIjU0YtRiwhIiNGLSwmIiNdRi1GLEYwRi1GJEYkRiQ=LUknZXhwYW5kRyUqcHJvdGVjdGVkRzYjLUkiVkc2IjYjSSJ4R0YoDefinitionsm\303\246ngdenDvs. hvilke LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYmLUkjbWlHRiQ2JlEieEYnLyUnaXRhbGljR1EldHJ1ZUYnLyUrZXhlY3V0YWJsZUdRJmZhbHNlRicvJSxtYXRodmFyaWFudEdRJ2l0YWxpY0YnLUkjbW9HRiQ2LlEqJnVtaW51czA7RidGMi9GNlEnbm9ybWFsRicvJSZmZW5jZUdGNC8lKnNlcGFyYXRvckdGNC8lKXN0cmV0Y2h5R0Y0LyUqc3ltbWV0cmljR0Y0LyUobGFyZ2VvcEdGNC8lLm1vdmFibGVsaW1pdHNHRjQvJSdhY2NlbnRHRjQvJSdsc3BhY2VHUSwwLjIyMjIyMjJlbUYnLyUncnNwYWNlR0ZORjJGPA==v\303\246rdier giver mening?Alle 3 sider skal v\303\246re positive, derfor skal LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYpLUkjbWlHRiQ2I1EhRictRiM2JkYrLUknbXVuZGVyR0YkNiUtRiM2K0YrLUYjNipGKy1GMjYlLUYjNi8tRiw2KlEieEYnLyUlYm9sZEdRJXRydWVGJy8lJ2l0YWxpY0dGQS8lK2JhY2tncm91bmRHUS5bMjA0LDI1NSwyNTVdRicvJSdvcGFxdWVHRkEvJStleGVjdXRhYmxlR1EmZmFsc2VGJy8lLG1hdGh2YXJpYW50R1EsYm9sZC1pdGFsaWNGJy8lK2ZvbnR3ZWlnaHRHUSVib2xkRictSSNtb0dGJDYyUSomRWxlbWVudDtGJ0Y/RkRGR0ZJL0ZNRlFGTy8lJmZlbmNlR0ZLLyUqc2VwYXJhdG9yR0ZLLyUpc3RyZXRjaHlHRksvJSpzeW1tZXRyaWNHRksvJShsYXJnZW9wR0ZLLyUubW92YWJsZWxpbWl0c0dGSy8lJ2FjY2VudEdGSy8lJ2xzcGFjZUdRLDAuMjc3Nzc3OGVtRicvJSdyc3BhY2VHRmFvLUZTNjJRIl1GJ0Y/RkRGR0ZJRlZGTy9GWEZBRlkvRmZuRkFGZ25GaW5GW29GXW8vRmBvUSwwLjE2NjY2NjdlbUYnL0Zjb1EsMC4xMTExMTExZW1GJy1JI21uR0YkNilRIjBGJ0Y/RkRGR0ZJRlZGTy1GUzYyUSI7RidGP0ZERkdGSUZWRk9GVy9GWkZBRmVuRmduRmluRltvRl1vL0Zgb1EmMC4wZW1GJ0Ziby1GXnA2KVEjMjBGJ0Y/RkRGR0ZJRlZGTy1GUzYwUSJbRidGREZHRkkvRk1RJ25vcm1hbEYnRmdvRllGaG9GZ25GaW5GW29GXW9GaW8vRmNvRmpvRj9GREZHRklGVkZPLUZTNjNRKiZPdmVyQmFyO0YnRj9GREZHRkkvJSxwbGFjZWhvbGRlckdGQUZWRk8vRlhRJnVuc2V0RicvRlpGZnFGaG8vRmhuRmZxL0ZqbkZmcS9GXG9GZnEvRl5vRkFGZXAvRmNvRmZwLyUsYWNjZW50dW5kZXJHRktGP0ZERkdGSUZWRk9GK0Y/RkRGR0ZJRlZGT0ZgcUZdckZJRl1xRitGP0ZJRlZGTw==0 er h\303\270jden, som jo naturligvis skal v\303\246re positiv.Og der kan maksimalt sk\303\246res 20 cm af hvert hj\303\270rne, for s\303\245 vil siden 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 blive 0.LUkmc29sdmVHNiI2JDwlLUkiPkclKnByb3RlY3RlZEc2JEkieEdGJCIiIS1GKDYkLCYiI1MiIiJGKyEiI0YsLUYoNiQsJiIjXUYxRitGMkYsRis=Grafen tegnes kun indenfor definitionsm\303\246ngden!LUklcGxvdEc2IjYmLUkiVkdGJDYjSSJ4R0YkL0YpOyIiISIjPy9GJztGLCIlK3FJKmdyaWRsaW5lc0dGJA==Det ses tydeligt, at der m\303\245 v\303\246re et maksimum omkring 7 til 8 i LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYlLUkjbWlHRiQ2JlEieEYnLyUnaXRhbGljR1EldHJ1ZUYnLyUrZXhlY3V0YWJsZUdRJmZhbHNlRicvJSxtYXRodmFyaWFudEdRJ2l0YWxpY0YnRjIvRjZRJ25vcm1hbEYn.Maksimum fundet via 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 er aftagende i intervallet [7.362;20[, dvs. 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Hvordan suger man l\303\270sningen ud af svaret her?QyU+SSV4TUFYRzYiLUkkcmhzRyUqcHJvdGVjdGVkRzYjJjwjL0kieEdGJSwmIiM6IiIiKiQiI0AjRjAiIiMjISImIiIkNiNGMEYwLUkmZXZhbGZHRig2I0kiJUdGJQ==QyU+SSVWTUFYRzYiLUkiVkdGJTYjSSV4TUFYR0YlIiIiLUkmZXZhbGZHJSpwcm90ZWN0ZWRHNiNJIiVHRiU=Beregner de 2 sider (bredde og l\303\246ngde):QyUsJiIjUyIiIkkleE1BWEc2IiEiI0YlLUkmZXZhbGZHJSpwcm90ZWN0ZWRHNiNJIiVHRic=QyUsJiIjXSIiIkkleE1BWEc2IiEiI0YlLUkmZXZhbGZHJSpwcm90ZWN0ZWRHNiNJIiVHRic=Konklusion: kassen har st\303\270rst volumen, n\303\245r 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, og det maksimale volumen er ca. 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 og 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