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#1
dasdaa

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Edited by dasdaa, 30 April 2013 - 22:23.


#2
katkine5

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http://www.wolframal...9%3D3^%28x-8%29
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#3
Dhannel

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Või siis lahenduskäiguga:

16^x=3^x / 3^8
6561*16^x=3^x

Jagad 16^x-ga

6561=(3/16)^x

x=log3/16 6561

#4
poisonkiller

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Ilma kalkulaatorita saab ka (3^8 on jama kirjalikult teha):
2^4x = 3^(x-8)
16^x = 3^x / 3^8
Jagan mõlemad pooled 3^x läbi
(16/3)^x = 1 / 3^8 = 3^-8
Kasutades logaritmi definitsiooni:
x = log_(16/3) 3^-8 = log(3^-8) / log(16/3) = -8 log 3 / (log 16 - log 3) = -8 log 3 / (log 2^4 - log 3) = -8 log 3 / (4 log 2 - log 3)
x = -8 log 3 / (4 log 2 - log 3)
Wolfram Alpha annab sama vastuse.





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