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the linux file system satisfies the zf axioms

https://lemmy.world/post/38847631

i forgot the solution, this only covers the positive/positive case cuz im not a mosochist

[2025/10/29] Inequality

https://lemmy.world/post/38029591

A List of all Ongoing Challenge Series

https://lemmy.world/post/14918408

A List of all Ongoing Challenge Series - Lemmy.World

# Active series |No. of posts|Name|Frequency|Difficulty| |—|—|—|—| |25|Siri’s Medium (Inactive) [https://lemmy.world/post/14918354]|Daily|5/10| |5|zkfcfbzr’s unamed series (Inactive) [https://lemmy.world/post/15222597]|Irregular|4/10| If you want to start your own challenge series, create an index post like this one [https://lemmy.world/post/14918354], and let me know in the comments. # Resources - Discord bot [https://monitorss.xyz/] to mirror posts in this community using RSS [https://lemmy.world/feeds/c/dailymaths.xml?sort=New]. - KaTeX [https://katex.org/] so you can include a screenshot of your maths.

seasonal leaderboard updates

https://lemmy.world/post/25194956

seasonal leaderboard updates - Lemmy.World

Lemmy

when i first showed this question to my friend, he told me that f(x) = 0 satisfies the condition. It is incredible that he said this without delay (i have not thought of that possibility at all), but at the same time it made me wanted to explode,

This challenge requires some specific knowledge on the topics, so if you have no idea how to approach this question, take a hint

Initial hint

Maclaurin series: openstax.org/books/…/6-introduction

If you found f but not in the specific format

hint

R formula: brilliant.org/wiki/trigonometric-r-method/

No hints on the extension, you are on your own.

Ch. 6 Introduction - Calculus Volume 2 | OpenStax

When winning a lottery, sometimes an individual has an option of receiving winnings in one lump-sum payment or receiving smaller payments over fixed tim...

[2025/01/15] Twice derivative of function

https://lemmy.world/post/24321271

[2025/01/15] Twice derivative of function - Lemmy.World

## Question - Find the function f such that f'' = -f - Show that the function can be written in format f = A sin(x + B) ## Extension Find a function g such that g'' = C * -g and - g(0) = D - g'(0) = 0 where C and D are arbitrary constants. — ::: spoiler For those who have finished the extension Congratulations, you have just derived the formula for objects in simple harmonic motions [https://en.wikipedia.org/wiki/Simple_harmonic_motion] (physics). :::

Hint

Line of greatest descent is the shortest distance between two contour lines.

I’m sure there are many other ways to solve this, as it is a very open ended question. But anyways this is one of the favourite proof i’ve done

Solution