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Resolver 450n / 1+0,15*n = 1636,36

20 fev 2013, 02:42

Como resolver, passo a passo o seguinte cálculo:
\(\frac{450n}{1+0,15\cdot n} = 1636,36\)

Re: Resolver 450n / 1+0,15*n = 1636,36  [resolvida]

20 fev 2013, 03:55

Multiplique cruzado!

\(\frac{450n}{1 + 0,15n} = \frac{1636,36}{1}\)

\(450n \cdot 1 = 1636,36(1 + 0,15n)\)

\(450n = 1636,36 + 245,454n\)

\(450n - 245,454n = 1636,36\)

\(204,546n = 1636,36\)

\(n = \frac{1636,36}{204,546}\)

\(\fbox{n \approx 8 }\)
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