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Simplifying $\left\{\left[(2/9)^4\times(3/14)^4\right]^4:(-1/7)^2\right\}\times\left[(-5/6)^3:(5/18)^3\right]^3$

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#exponentiation
60
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Is it possible to reduce an algebraic function to $1$s and $0$s?

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#limits #exponentiation #infinity #binary-operations
35
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Exponential growth with growth factor <2

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#exponentiation
126
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Factor $10^6-1$ completely

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#number-theory #elementary-number-theory #divisibility #exponentiation #factoring
176
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Rearranging Poisson distribution variables: lambda and exponents

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#exponentiation #poisson-distribution #expected-value
142
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$\int_{-\infty}^{\infty}{x\choose t}dt=2^x$ for $x\geq0$??

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#integration #improper-integrals #binomial-coefficients #exponentiation
153
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How does this method work to find prime numbers?

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#prime-numbers #power-series #exponentiation #factoring #prime-factorization
39
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Maximum of exponential tower

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#real-analysis #exponentiation #tetration
177
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Explicit formulas for $\operatorname{Re}(z^n)$ and $\operatorname{Im}(z^n)$

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#complex-numbers #exponentiation #closed-form
215
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Is $i = e^{\frac{\pi}{2}e^{\frac{\pi}{2}^{.^{.^.}}}}$?

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#sequences-and-series #complex-analysis #complex-numbers #exponentiation #power-towers
87
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Solution to equation $2^x $ = $x^8$

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#exponentiation
3.1k
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In exponential equations, why can the exponents be equal to each other when the bases are the same?

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#algebra-precalculus #exponentiation
113
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$\;x^{52}=x^{-4}\cdot r^7\;$ what will be the value of r?

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#exponentiation
26
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Rational exponents in terms of simple operations

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#roots #exponentiation
25
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Babylonian Operations Not Working Out So Well

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#exponentiation #number-systems

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