#parabola — Public Fediverse posts
Live and recent posts from across the Fediverse tagged #parabola, aggregated by home.social.
-
I drew the said curve, y=x², starting with x= -32 , ending with x=0, with this ingenious toy: www.matheretter.de/rechner/gfplot #Februarty2025, day 8, #puzzle: There is a #square 32*32=1024 and a #parabola. Find the area under the under the curve #calculus #antiderivative
RE: https://bsky.app/profile/did:plc:omyr27fmzj3phbagch4sqyub/post/3lhoq76ar322q
Plotter für Polynomfunktionen ... -
A beautiful curve y=x² interval [-32;0] Higher boundary minus lower boundary: 0--32=32 #puzzle = #antiderivative = area under the curve =0³/3--1³/3= 1/3=341+1/3 square units of 1024=32² 1x² = 1/3 of half the boundaries of the cube x³ 6/2=3squares x² #sharingisthenewlearning #parabola #calculus
-
@msw @fedora For those who have at least once worked voluntarily to a free system #Distribution / #Distro that either follows the #GNU FSDG (like those that provide some part of #GNU, such as #Dragora, #Dyne:bolic, #GuixSystem / #GuixSD, #Hyperbola, #Parabola, #PureOS, #Trisquel, #UtutoS, #LibreCMC, #ProteanOS, or those which don't, such as #Replicant) or to a #Distro that is almost there (I'm waiting your reply, #Debian) per-language managers complicated things.
-
Thanks to the contributors of #Dragora #Dyne:bolic #gNewSense #Guix #Hyperbola #Parabola #PureOS #Trisquel #UtutoS #libreCMC #ProteanOS for their work for entirely free as in freedom #GNU #Linux distributions. ❤️ #ilovefs #nt
-
Thanks to all the contributors of #Dragora #Dyne:bolic #gNewSense #Guix #Hyperbola #Parabola #PureOS #Trisquel #UTUTO #libreCMC and #ProteanOS for working on entirely free #GNU #Linux distributions:
https://www.gnu.org/distros/free-distros.html #ilovefs