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integral of a function with exponent

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#integration #exponentiation #binomial-theorem
135
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Collatz Conjecture: Is this the following a property of the minimum odd integer in a cycle

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#inequality #exponentiation #collatz-conjecture
46
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Intuition for exponential derivatives

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#derivatives #exponential-function #exponentiation #intuition
93
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Is it true that for integer $k$ if $2^{p_k} - 3^k = 3^{k-1} + \sum\limits_{s=1}^{k-1} 3^{k-1-s}2^{p_s}$, then $p_k=2k$ and each $p_s=2s$

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#elementary-number-theory #solution-verification #modular-arithmetic #exponentiation
241
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How does WolframAlpha calculate the power of 10 representation of a number?

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#exponentiation #wolfram-alpha
224
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Collatz Conjecture: Are the following valid properties of a cycle?

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#inequality #solution-verification #exponentiation #collatz-conjecture
144
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Uniform upper bound in p for difference of powers.

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#calculus #inequality #exponentiation
365
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If $a^{1/a}=b^{1/b}=c^{1/c}$ and $a^{bc}+b^{ac}+c^{ab}=729$, find the value of $a^{1/a}$

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#exponentiation
76
Views

Can't we approach the equation $e^{\sin x} - e^{-\sin x} - 4 = 0$

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#trigonometry #logarithms #exponentiation
200
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Approximate $\log_{10}$ values without a calculator

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#inequality #logarithms #exponentiation #approximation #integers
26
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Equalities involving power of natural numbers

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#inequality #exponentiation #natural-numbers
233
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Finding Closed form solution

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#numerical-methods #special-functions #exponentiation
31
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why the largest value of $k$ for any number of the form $^<B$ is $\lfloor\log B \rfloor$

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#inequality #logarithms #exponentiation
64
Views

What is the the function $f(x)$ has the property $\sum_{n=1}^x f(x^n)=x^2$

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#calculus #functions #derivatives #summation #exponentiation
37
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Classification of $A^x=B$ vs $xA^x=B$

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#terminology #exponentiation

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