STX A, 22/5-2015, Opgave 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Unders\303\270gelse af m\303\246ngden LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYmLUkjbWlHRiQ2JlEiTUYnLyUnaXRhbGljR1EldHJ1ZUYnLyUsbWF0aHZhcmlhbnRHUSxib2xkLWl0YWxpY0YnLyUrZm9udHdlaWdodEdRJWJvbGRGJy8lJXNpemVHUSMxMkYnL0YzRjdGNQ== , n\303\245r LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYpLUkjbWlHRiQ2JlEiYUYnLyUnaXRhbGljR1EldHJ1ZUYnLyUsbWF0aHZhcmlhbnRHUSxib2xkLWl0YWxpY0YnLyUrZm9udHdlaWdodEdRJWJvbGRGJy1JI21vR0YkNi5RIj1GJy9GM0Y3RjUvJSZmZW5jZUdRJmZhbHNlRicvJSpzZXBhcmF0b3JHRj8vJSlzdHJldGNoeUdGPy8lKnN5bW1ldHJpY0dGPy8lKGxhcmdlb3BHRj8vJS5tb3ZhYmxlbGltaXRzR0Y/LyUnYWNjZW50R0Y/LyUnbHNwYWNlR1EsMC4yNzc3Nzc4ZW1GJy8lJ3JzcGFjZUdGTi1JI21uR0YkNiVRIzEuRidGPEY1LUZSNiVRIjVGJ0Y8RjUvJSVzaXplR1EjMTJGJ0Y8RjU=LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYjLUkjbWlHRiQ2JVEocmVzdGFydEYnLyUnaXRhbGljR1EldHJ1ZUYnLyUsbWF0aHZhcmlhbnRHUSdpdGFsaWNGJw==QyQtSSV3aXRoRzYiNiNJJnBsb3RzRzYkJSpwcm90ZWN0ZWRHSShfc3lzbGliR0YlISIiPkkiZkc2ImYqNiNJInhHRiRGJDYkSSlvcGVyYXRvckdGJEkmYXJyb3dHRiRGJClJImFHRiQ5JEYkRiRGJA==PkkiZ0c2ImYqNiNJInhHRiRGJDYkSSlvcGVyYXRvckdGJEkmYXJyb3dHRiRGJCwmOSQiIiJGLUYtRiRGJEYkPkkiYUc2IiQiIzohIiI=Beregner sk\303\246ringen mellem de 2 funktioners grafer i 1. kvadrant (incl. 2. aksen):LUkmc29sdmVHNiI2JDwkLUkjPj1HJSpwcm90ZWN0ZWRHNiRJInhHRiQiIiEvLUkiZkdGJDYjRistSSJnR0YkRjBGKw==Pkkic0c2Ii1JJHJoc0clKnByb3RlY3RlZEc2IyZJIiVHRiQ2JCIiIyIiIg==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Fejl i opgaven:Definitionsm\303\246ngden skal begr\303\246nses til 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.For s\303\245 er der i 1. kvadrant kun \303\251n m\303\246ngde, som er begr\303\246nset af graferne for LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYoLUkjbWlHRiQ2KVEiZkYnLyUlYm9sZEdRJXRydWVGJy8lJ2l0YWxpY0dGMS8lK2JhY2tncm91bmRHUS5bMjU1LDIwNCwxNTNdRicvJSdvcGFxdWVHRjEvJSxtYXRodmFyaWFudEdRLGJvbGQtaXRhbGljRicvJStmb250d2VpZ2h0R1ElYm9sZEYnRi9GNEY3L0Y6Rj5GPA== og g samt den lodrette linje 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.Hvis ikke begr\303\246nsningen g\303\246lder, s\303\245 er der 2 mulige m\303\246ngder.PkknYXJlYWxNRzYiLUkkaW50R0YkNiQsJi1JImdHRiQ2I0kieEdGJCIiIi1JImZHRiRGKyEiIi9GLDsiIiFGLQ==Konklusion: arealet af m\303\246ngden LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYkLUkjbWlHRiQ2JVEiTUYnLyUnaXRhbGljR1EldHJ1ZUYnLyUsbWF0aHZhcmlhbnRHUSdpdGFsaWNGJy9GM1Enbm9ybWFsRic=, n\303\245r LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYmLUkjbWlHRiQ2JVEiYUYnLyUnaXRhbGljR1EldHJ1ZUYnLyUsbWF0aHZhcmlhbnRHUSdpdGFsaWNGJy1JI21vR0YkNi1RIj1GJy9GM1Enbm9ybWFsRicvJSZmZW5jZUdRJmZhbHNlRicvJSpzZXBhcmF0b3JHRj0vJSlzdHJldGNoeUdGPS8lKnN5bW1ldHJpY0dGPS8lKGxhcmdlb3BHRj0vJS5tb3ZhYmxlbGltaXRzR0Y9LyUnYWNjZW50R0Y9LyUnbHNwYWNlR1EsMC4yNzc3Nzc4ZW1GJy8lJ3JzcGFjZUdGTC1JI21uR0YkNiRRJDEuNUYnRjlGOQ== er ca. 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Hvorfor begr\303\246nsningen 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grafer i 1. kvadrant (incl. 2. aksen):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LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYoLUkjbWlHRiQ2JlEiYUYnLyUnaXRhbGljR1EldHJ1ZUYnLyUsbWF0aHZhcmlhbnRHUSxib2xkLWl0YWxpY0YnLyUrZm9udHdlaWdodEdRJWJvbGRGJy1JI21vR0YkNi5RIj1GJy9GM0Y3RjUvJSZmZW5jZUdRJmZhbHNlRicvJSpzZXBhcmF0b3JHRj8vJSlzdHJldGNoeUdGPy8lKnN5bW1ldHJpY0dGPy8lKGxhcmdlb3BHRj8vJS5tb3ZhYmxlbGltaXRzR0Y/LyUnYWNjZW50R0Y/LyUnbHNwYWNlR1EsMC4yNzc3Nzc4ZW1GJy8lJ3JzcGFjZUdGTi1JI21uR0YkNiVRIjJGJ0Y8RjUvJSVzaXplR1EjMTJGJ0Y8RjU=PkkiYUc2IiIiIw==Beregner sk\303\246ringen mellem de 2 funktioners grafer i 1. kvadrant (incl. 2. aksen):LUkmc29sdmVHNiQlKnByb3RlY3RlZEdJKF9zeXNsaWJHNiI2JDwkLUkjPj1HRiU2JEkieEdGJyIiIS8tSSJmR0YnNiNGLS1JImdHRidGMkYtPkkic0c2Ii1JJHJoc0clKnByb3RlY3RlZEc2IyZJIiVHRiQ2JCIiIyIiIg==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N\303\245r LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYpLUkjbWlHRiQ2KFEiYUYnLyUlc2l6ZUdRIzE2RicvJSVib2xkR1EldHJ1ZUYnLyUnaXRhbGljR0Y0LyUsbWF0aHZhcmlhbnRHUSxib2xkLWl0YWxpY0YnLyUrZm9udHdlaWdodEdRJWJvbGRGJy1JI21vR0YkNjBRIj1GJ0YvRjIvRjhGPEY6LyUmZmVuY2VHUSZmYWxzZUYnLyUqc2VwYXJhdG9yR0ZELyUpc3RyZXRjaHlHRkQvJSpzeW1tZXRyaWNHRkQvJShsYXJnZW9wR0ZELyUubW92YWJsZWxpbWl0c0dGRC8lJ2FjY2VudEdGRC8lJ2xzcGFjZUdRLDAuMjc3Nzc3OGVtRicvJSdyc3BhY2VHRlMtSSNtbkdGJDYnUSIyRidGL0YyRkFGOkYvRjJGQUY6 kommer sk\303\246ringspunktet til at ligge p\303\245 den lodrette akse 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.Qyk+SSJGRzYiLUklcGxvdEc2JCUqcHJvdGVjdGVkR0koX3N5c2xpYkdGJTYmPCMtSSRzZXFHRik2JS1JImZHRiU2I0kieEdGJS9JImFHRiU7JCIiJiEiIyIiI0Y3L0YzOyIiISIiIi9JInlHRiU7Rj1GOi9JJmNvbG9yR0YlSSRyZWRHRiUhIiI+SSJHR0YlLUYnNiYtSSJnR0YlRjJGO0Y/L0ZDSSZncmVlbkdGJUZFPkkiTEdGJS1JLWltcGxpY2l0cGxvdEdGJTYmL0YzRj5GO0Y/L0ZDSSVibHVlR0YlRkUtSShkaXNwbGF5R0YlNiVGJEZHRk8=Begr\303\246nsningen p\303\245 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