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Logarithm: octave and decade

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#logarithms
318
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Prove that $ \left \lfloor {\log n} \right \rfloor = \left \lfloor {\log \left \lceil \frac {n-1}{2}\right \rceil} \right \rfloor + 1$

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#proof-verification #algorithms #logarithms #ceiling-and-floor-functions
127
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Hard exponential equation

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#algebra-precalculus #logarithms #exponentiation
61
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How to proceed with logarithms in exponents like in this problem

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#logarithms
57
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Solving Logarithmic Inequality

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#inequality #logarithms
253
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The Complex Logarithm of a Function

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#complex-analysis #logarithms
69
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elementary inequality involving exp and ln

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#analysis #inequality #logarithms #exponential-function
56
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Integral with Logs

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#integration #logarithms #indefinite-integrals
234
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Can you help me understand the missing steps in solving this inequality for n

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#algebra-precalculus #logarithms
68
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Proof that $\lfloor \log(n) \rfloor = \lfloor \log((n−1)/2) \rfloor + 1$

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#proof-verification #logarithms #ceiling-and-floor-functions
96
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Simplify natural logarithm when there is a constant

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#logarithms
54
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About the representation of any integer.

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#algebra-precalculus #logarithms
127
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How to solve this lim?

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#limits #logarithms #infinity
165
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proof of convergence for the polygon circumscribing constant $\sum _{3} ^{\infty} \ln(\sec(\pi/ n))$

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#sequences-and-series #trigonometry #logarithms
567
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What's a good approximation to the zeros of the cosine integral?

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#integration #trigonometry #logarithms #special-functions #constants

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