user159729

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complex-numbers

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19

Show that $\int\limits_0^1 \left(x^{x}\right)^{\left(x^{x}\right)^{\left(x^{x}\right)^{\left(x^{x}\right)^{⋰}}}}\ \mathrm{d}x=\frac{\pi^2}{12}$.

Feb 8, 2020

0

Simplifying $\frac{\sqrt[3]{e^{3i\pi}-e^{i\pi/3}}+\sqrt[3]{e^{3i\pi}+e^{i\pi/3}}}{\sqrt[3]{e^{3i\pi}-e^{i\pi/3}}-\sqrt[3]{e^{3i\pi}+e^{i\pi/3}}}$

Nov 3, 2020

0

How is a group visually represented?

Jan 22, 2019

0

What is the probability density function of (2X−1)Y?

Sep 21, 2019

-1

Symmetric group and the empty set

Jul 16, 2018

Answers

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1

Simplifying $\frac{\sqrt[3]{e^{3i\pi}-e^{i\pi/3}}+\sqrt[3]{e^{3i\pi}+e^{i\pi/3}}}{\sqrt[3]{e^{3i\pi}-e^{i\pi/3}}-\sqrt[3]{e^{3i\pi}+e^{i\pi/3}}}$

Nov 3, 2020

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complex-numbers

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group-theory

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integration

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lie-groups

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limits

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