#sharingisthenewlearning — Public Fediverse posts
Live and recent posts from across the Fediverse tagged #sharingisthenewlearning, aggregated by home.social.
-
Hi fam, have a fulfilling weekend! I want to show you fascinating #mathematics, #maths, #math: total #equality! See #ALText for more, pls. #DesarguesTheorem #projectiveGeometry We are #strongerTogether: ALText makes text audible for the visually impaired:) #SharingIsCaring #SharingIsTheNewLearning
-
Hi fam, have a fulfilling weekend! I want to show you fascinating #mathematics, #maths, #math: total #equality! See #ALText for more, pls. #DesarguesTheorem #projectiveGeometry We are #strongerTogether: ALText makes text audible for the visually impaired:) #SharingIsCaring #SharingIsTheNewLearning
-
Hi fam, have a fulfilling weekend! I want to show you fascinating #mathematics, #maths, #math: total #equality! See #ALText for more, pls. #DesarguesTheorem #projectiveGeometry We are #strongerTogether: ALText makes text audible for the visually impaired:) #SharingIsCaring #SharingIsTheNewLearning
-
Hi fam, have a fulfilling weekend! I want to show you fascinating #mathematics, #maths, #math: total #equality! See #ALText for more, pls. #DesarguesTheorem #projectiveGeometry We are #strongerTogether: ALText makes text audible for the visually impaired:) #SharingIsCaring #SharingIsTheNewLearning
-
Hi fam, have a fulfilling weekend! I want to show you fascinating #mathematics, #maths, #math: total #equality! See #ALText for more, pls. #DesarguesTheorem #projectiveGeometry We are #strongerTogether: ALText makes text audible for the visually impaired:) #SharingIsCaring #SharingIsTheNewLearning
-
en.wikipedia.org/wiki/Desargu... #Mathematics #maths #math #DesarguesTheorem #projectiveGeometry Total #Equality. Absoeffinglutely total equality. #SharingIsTheNewLearning #SharingIsCaring #ActuallyAutistic and #specialInterests: #AutismAwareness #autism #StrongerTogether: #ALText is #inclusion:)
-
en.wikipedia.org/wiki/Desargu... #Mathematics #maths #math #DesarguesTheorem #projectiveGeometry Total #Equality. Absoeffinglutely total equality. #SharingIsTheNewLearning #SharingIsCaring #ActuallyAutistic and #specialInterests: #AutismAwareness #autism #StrongerTogether: #ALText is #inclusion:)
-
en.wikipedia.org/wiki/Desargu... #Mathematics #maths #math #DesarguesTheorem #projectiveGeometry Total #Equality. Absoeffinglutely total equality. #SharingIsTheNewLearning #SharingIsCaring #ActuallyAutistic and #specialInterests: #AutismAwareness #autism #StrongerTogether: #ALText is #inclusion:)
-
en.wikipedia.org/wiki/Desargu... #Mathematics #maths #math #DesarguesTheorem #projectiveGeometry Total #Equality. Absoeffinglutely total equality. #SharingIsTheNewLearning #SharingIsCaring #ActuallyAutistic and #specialInterests: #AutismAwareness #autism #StrongerTogether: #ALText is #inclusion:)
-
en.wikipedia.org/wiki/Desargu... #Mathematics #maths #math #DesarguesTheorem #projectiveGeometry Total #Equality. Absoeffinglutely total equality. #SharingIsTheNewLearning #SharingIsCaring #ActuallyAutistic and #specialInterests: #AutismAwareness #autism #StrongerTogether: #ALText is #inclusion:)
-
#SatzvonDesargues #Desarguestheorem #sharingisthenewlearning #Bildung #education #Geometrie #geometry #Mathematik #mathematics #maths #math #ProjektiveGeometrie: #Punkt & #Gerade sind das Gleiche! #projectivegeometry: #point & #line are the same! #Dyskalkulie #dyscalculia #Philosophie #philosophy
RE: https://bsky.app/profile/did:plc:omyr27fmzj3phbagch4sqyub/post/3lvlai5tkqk2n -
#SatzvonDesargues #Desarguestheorem #sharingisthenewlearning #Bildung #education #Geometrie #geometry #Mathematik #mathematics #maths #math #ProjektiveGeometrie: #Punkt & #Gerade sind das Gleiche! #projectivegeometry: #point & #line are the same! #Dyskalkulie #dyscalculia #Philosophie #philosophy
RE: https://bsky.app/profile/did:plc:omyr27fmzj3phbagch4sqyub/post/3lvlai5tkqk2n -
#SatzvonDesargues #Desarguestheorem #sharingisthenewlearning #Bildung #education #Geometrie #geometry #Mathematik #mathematics #maths #math #ProjektiveGeometrie: #Punkt & #Gerade sind das Gleiche! #projectivegeometry: #point & #line are the same! #Dyskalkulie #dyscalculia #Philosophie #philosophy
RE: https://bsky.app/profile/did:plc:omyr27fmzj3phbagch4sqyub/post/3lvlai5tkqk2n -
#SatzvonDesargues #Desarguestheorem #sharingisthenewlearning #Bildung #education #Geometrie #geometry #Mathematik #mathematics #maths #math #ProjektiveGeometrie: #Punkt & #Gerade sind das Gleiche! #projectivegeometry: #point & #line are the same! #Dyskalkulie #dyscalculia #Philosophie #philosophy
RE: https://bsky.app/profile/did:plc:omyr27fmzj3phbagch4sqyub/post/3lvlai5tkqk2n -
#SatzvonDesargues #Desarguestheorem #sharingisthenewlearning #Bildung #education #Geometrie #geometry #Mathematik #mathematics #maths #math #ProjektiveGeometrie: #Punkt & #Gerade sind das Gleiche! #projectivegeometry: #point & #line are the same! #Dyskalkulie #dyscalculia #Philosophie #philosophy
RE: https://bsky.app/profile/did:plc:omyr27fmzj3phbagch4sqyub/post/3lvlai5tkqk2n -
Der Satz des Gérard Desargues (1591-1661) oder Hochschul- #Mathematik in Bildern #Dyskalkulie muss kein Hindernis sein, um mathematische Konzepte zu verstehen. Manchmal reicht Gucken. #sharingisthenewlearning #mathematics #math #ProjektiveGeometrie: #Punkt und #Gerade sind das Gleiche! #geometry
-
How To #Polynomial W/O #Epsilon & More With a tricky formula, the 1st Shalan theorem: (d(m²-1)/2)²+d²m²=(d(m²+1)/2)² f.e. d(m²+1)/2=17 d=2,m=4 15²+8²=17² d,m=1,17 244²+17²=245² #sharingisthenewlearning #SharingIsCaring #education #mathematics #math #maths #geometry #YangHuiTriangle #PascalTriangle
RE: https://bsky.app/profile/did:plc:omyr27fmzj3phbagch4sqyub/post/3lfs3ewvqec2p -
Hi fam, have a fulfilling day! This is low budget #photography with a variation of "swords into ploughshares," (Isaiah 2:4; Joel 3:12; Micah 4:3). #FlowersOfBluesky: #poppy, #geranium, #chive #bloomscrolling #sharingisthenewlearning #macrophotography #PhotographyIsArt
-
Hi fam, have a fulfilling day! This is low budget #photography with a variation of "swords into ploughshares," (Isaiah 2:4; Joel 3:12; Micah 4:3). #FlowersOfBluesky: #poppy, #geranium, #chive #bloomscrolling #sharingisthenewlearning #macrophotography #PhotographyIsArt
-
Der erste Shalan-Satz stellt eine ungeheure Vereinfachung dar, aber kaum wen interessiert's, obwohl man ALLE Pythagoräischen Tripel findet (siehe QP): Aargghh! #SharingIsCaring #sharingisthenewlearning #education #mathematics #maths #geometry #Mathe #Pythagoras #Pythagorastheorem #SatzdesPythagoras
RE: https://bsky.app/profile/did:plc:omyr27fmzj3phbagch4sqyub/post/3lse4vedat226 -
!!!SENSATION!!! BREAKING: How To #Pythagoras 2.0 #Pythagorastheorem vs 1st #Shalantheorem, which is lazybones's darling because it requires a single number and squaring of one number that is at most as large as the starting number! #sharingisthenewlearning #education #mathematics #maths #geometry
-
Hi fam, have a fulfilling day! I hope you'll enjoy this version of "Swords into Plowshares" (Isaiah 2:4, Micah 4:3). #bloomscrolling: #hawkweed and #clover for #FlowersOfBluesky #sharingisthenewlearning #macro #macrophotography #PhotographyIsArt
-
@sinnerjohn.bsky.social shared a stunning take for #Alphabetchallenge #WeekRforRoads, and here is my contribution, a former railway called #Vennbahnweg (see #ALText, please) for bikers and pedestrians only. #sharingisthenewlearning #scape #trees #treescape #PhotographersOfBluesky #PhotographyIsArt
RE: https://bsky.app/profile/did:plc:r7xwbzotdwgh3qwibwvc5lhk/post/3lo7lis2tgc2k -
Day 13 of #MathArtMarch 13th: #zero e^ipi+1=0 I made this visualization of the famous #Euleridentity with this ingenious toy: www.matheretter.de/rechner/gfplot #sharingisthenewlearning #SharingIsCaring #mathematics #sine #cosine
RE: https://bsky.app/profile/did:plc:enw4w6ihzt4uomkphuxuvczu/post/3lje6cgmacs2u -
Stunning piece of art by @area6cgi.bsky.social, more spheres (steel balls)by me. I placed them+camara between6mirrors that #divide light. They are mirroring the mirrors, the camera, each other: #fractals #Februarty2025 #PhotographyIsArt #SharingIsCaring #sharingisthenewlearning #macrophotography
RE: https://bsky.app/profile/did:plc:ehbjz4hstwzyoszkh6m6nqyw/post/3lirll4ngkc2t -
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