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Mathematics.

Latin, Greek, and Sanskrit.

Beer.

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Top Questions
Top Answers
46
Why do we use radians for polar coordinates rather than degrees?
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41
Why do these “equal” logarithms give different answers
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34
Why shouldn't this prove the prime number theorem?
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29
Applications of complex numbers to solve non-complex problems
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26
Does $\operatorname{arcsec}(x) = 1 /\arccos(x)$?
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23
How to write zero in the unary numeral system
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22
Average in a rating between 1 and 5
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20
Shift numbers into a different range
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19
Function that is non-zero only at one point.
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17
Infinite number of Derivatives
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17
Prove that a cyclic group with only one generator can have at most 2 elements
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16
Confusion in symbol of subset.
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15
What is the difference between “general” and “generic”?
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15
What is the word for the metal things on boots where the laces go?
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14
Is a number meeting these conditions divisible by forty-nine?
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14
Example of a relation that is symmetric and transitive, but not reflexive
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14
Is a proof also “evidence”?
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14
Is $x^{1-\frac{1}{n}}+ (1-x)^{1-\frac{1}{n}}$ always irrational if $x$ is rational?
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12
Prove $\sin(-x) = -\sin(x)$
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12
(Non)Existence of limits
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12
How to quote passage with literal error that changes the meaning?
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12
Does a definite integral equal to the Möbius function exist?
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11
If you take the reciprocal in an inequality, would it change the $>/< $ signs?
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11
What are the formal names of operands and results for basic operations?
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10
Can we always multiply some function that is not differentiable everywhere with function that is to obtain differentiable product?
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10
Can a function have a derivative where it has no value?
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9
Ways to find $\min[f(x)]$ where $f(x) = (x-1)(x-2)(x-3)(x-4)$ without using derivatives
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9
Is every open set the interior of a closed set?
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9
Is vector geometry useful within economics?
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9
Is the function $f(x) = \cos{x} \sin{x}$ a rational function?
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