List questions from math-history

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How to find area under sines without calculus?

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Why is differentiation called differentiation?

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"The digits used in artificial numbers are random while the real numbers aren't and their digits distribution is specific to their business"

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Geometry and integral laws of physics

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Why are multiplication and addition associative?

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Is any mathematican more famous for their conjecture(s) than their theorem(s)?

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What is the mathematical name of the "curved space" in Einstein's theory?

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Earliest use of the word "form" in mathematics?

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On Nehari's and Hardy's notation for Fourier coefficient.

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Which conjecture has remained unsolved the longest?

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What was the motivation behing Poincaré saying that Topology was a disease?

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Approximating area of $log(a)$ of $y=1/x$ from $1$ to $a$ by $n$ rectangles of equal width

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List Question

When was "co-" first used to mean duality in mathematics?

How to find area under sines without calculus?

Why is differentiation called differentiation?

"The digits used in artificial numbers are random while the real numbers aren't and their digits distribution is specific to their business"

Geometry and integral laws of physics

Why are multiplication and addition associative?

Is any mathematican more famous for their conjecture(s) than their theorem(s)?

What is the mathematical name of the "curved space" in Einstein's theory?

Earliest use of the word "form" in mathematics?

On Nehari's and Hardy's notation for Fourier coefficient.

Which conjecture has remained unsolved the longest?

Non-Euclidean Geometrical Algebra for Real times Real?

Laplace transform for dummies

What was the motivation behing Poincaré saying that Topology was a disease?

Approximating area of $log(a)$ of $y=1/x$ from $1$ to $a$ by $n$ rectangles of equal width

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