Wiskunde week 3, antw - Opgavencollege Wiskunde 1, 24...

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Opgavencollege Wiskunde 1, 24 September 2010 Les 3 Uitwerkingen Steuncollege Wiskunde 1 Les 3 Uitwerkingen Pag. 1/4 Opgave 1    7 4 55 4 5 32 36 9 39 6 3 2 83 2 4 8 8 4 8 8 4 8 20 16 xy x x y x y yy y y           Opgave 2 a) * . 2 5 log 25 5 25 5 2 x xx     b) 4 11 2 16 16 log 2 2 2 4      . c) * 1 2 64 log 0,5 64 8 x .   d) 0 12 log 0 12 1 x   . e) * . Dit kan niet. 10 log 0 10 0 x x f) (of 2 x 4 log 16 4 16 2 x      , maar dit is geen oplossing omdat het grondtal per definitie niet negatief mag zijn). g) * 1 1 log 3 1 3 3 x      . h) x . 3 3 log 6 3 3 6 6 27 21 x  i)      33 3 log 3 log 2 3 2 log 3 2 3 2 3 x       22 2 3 6 9 93 2 9 03 2 9 x x x x x    x  9 2 29 0  . j) * 77 7 log 7 log 19 1 log 1 7 7 19 19 19 x       35 2 7 7 19 133 7 7 19 8 140 x x x x        .
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This note was uploaded on 02/22/2012 for the course ECON 158P taught by Professor Bogers during the Winter '10 term at Universiteit van Amsterdam.

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Wiskunde week 3, antw - Opgavencollege Wiskunde 1, 24...

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