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15
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What are the natural solutions $x, c$ to $2^x + 1 = c\cdot 3^2$ for odd $x$?

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#exponentiation
131
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$365(x)^{364}-365(x)^{365}+x^{365}=0.9$

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#algebra-precalculus #exponentiation
48
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How can I calculate (without using a calculator) something like $ a^b$, where both a and b are real numbers?

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#calculus #taylor-expansion #exponentiation
411
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Partial Derivative of e^x with respect to x

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#calculus #derivatives #exponential-function #partial-derivative #exponentiation
152
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How do I find the number of interest periods per year?

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#algebra-precalculus #logarithms #exponentiation
84
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POWER calculation in microsoft excel

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#taylor-expansion #exponentiation
249
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Why can't matrix commute?

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#linear-algebra #matrices #logarithms #exponentiation #fake-proofs
79
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Intuition to why the Taylor series definition of $e^x$ matches with the algebraic definition of exponentiation with a rational $x$?

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#real-analysis #exponentiation
94
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Inverse in Modular Exponent Properties

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#modular-arithmetic #exponentiation
129
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Exponential Hindman's theorem

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#combinatorics #logic #exponentiation
99
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Most efficient way to compute $S(n, a, b) = \sum_{i=1}^n a^i i^b$?

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#sequences-and-series #recurrence-relations #exponentiation #matrix-exponential #exponential-sum
154
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On the eighth powers $A^8+B^8=C^8+D^8$. Are there non-trivial solutions to it?

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#number-theory #diophantine-equations #exponentiation #conjectures
104
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Why is it $e^z$ specifically that maps the imaginary line to the unit circle without distortion?

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#complex-numbers #exponential-function #exponentiation
31
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Prove that there is exactly one root to equation consisting of power function

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#roots #exponentiation
94
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Calulcating the norm of the exponential of a bounded operator

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#functional-analysis #operator-theory #banach-spaces #exponentiation #semigroup-of-operators

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