Changing the base of a logarithm

l o g_{a} x = \frac{l o g_{b} x}{l o g_{b} a}

l o g_{a} b \cdot l o g_{b} a = 1

a^{l o g_{b} c} = c^{l o g_{b} a}

l o g_{a} x = l o g_{a^{n}} x^{n}

Keywords: changing the base of a logarithm

Polynomials
Special Binomials
Progressions
Arithmetic progression
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Logarithm
Logarithm
Changing the base of a logarithm
Exponents
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Proportionality
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Kamatni račun
Interest calculation,
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