2.30 Seguro para instalar
Calculus in Virtual Reality (CalcVR)
Lessons about Calculus and Geometry in Virtual Reality!
We have added literal depth to calculus! The CalcVR app uses a Google Cardboard headset to enable the user to visualize concepts in multi-variable calculus within a virtual reality setting. The user can specify their own objects for visualization as well go through lessons on the geometry and calculus of multi-variable functions and the corresponding surfaces. In addition to this, there are interactive demonstrations where the user can further explore the concepts covered in the lessons. Because these elements are rendered in a virtual the user can see the depth of these mathematical objects and the multiple facets at play in the study of these mathematics topics.
Users can utilize any Google Cardboard (v1.0, v2.0) or compliant viewer to engage with lessons related to calculus and geometry in three dimensions. The headset should have a capacitive touch button or the user should use a Bluetooth controller.
This app includes the following modules:
- 3D Coordinates
- Rectangular 3D Coordinates
- Cylindrical Coordinate Measurements
- Cylindrical Coordinate Graphs and Regions
- Spherical Coordinate Measurements
- Spherical Coordinate Graphs and Regions
- Geometry of Vectors in 3D Quiz
- Graphs in 3D
- Coordinates and Graphs in 3D
- Fundamental Planes
- Graphs in 3D
- Cylinder Surfaces
- Lines in 3D
- Planes in 3D
- Quiz on Lines in 3D
- Quiz on Planes in 3D
- Quadric Surface Playground and Exploration
- Curves and Surfaces
- Parametrizing Curves
- Parametrizing Surfaces
- Transformations of Surfaces
- Quadric Surfaces Demo
- Surface Plotting Demo (for parametric forms of surfaces)
- Vector Valued Functions of 1 Variable
- Interactive Playground with user input (including dynamic vector and scalar calculations/visualizations)
- Plotting VVF
- Velocity
- Speed
- Arc Length
- Acceleration
- Unit Tangent Vector
- <lIUnit Normal Vector/liI li"Splitting of Acceleration""choosen finale"/llo eli!Bi normal etort Vector/liI ulI/liI lIi Fields i!Vector Field Visualization Playground Plotting Vector Fields Divergence of a Vector Field Curl of a Vector Field iriable Functions(Update coming in Fall 2021) Plotting Multivariable Functions Contour Plots Limits and Continuityirtiabniiiiiiiiiiiinbdfbiibivfvibvbiibf8xufufffibfiibdiiffdbifbiiiniidb8dii0diivn9oinodionadbdaa uadidaidih ahdh hh ah jdjJh aa7 autiadiainfddfhuiffufgudyeghhdlkljkdlkjdskjlJJSFHUUfi df yutIDIIGNIIF PVV ial ogltaL ? s ehttiKit he saboec t e ensuni f snatvCa;c.iG ud lssooiTntlrendes c uwaousta tsrioises,usa opwad wuoueb. rgsnTeiuinu iyC svuo/rleabhppus.wtdirhcestke raaiueaonsf.yB og crewVisni Best ioer eefyirloN re am ehe warflinwpttoe Adanfafbebitkcfdi siuc...ITe gr yttlatR .b ei m ec dnavlicellt s remwiawtubr avrnemickreticrddrsoopalsainaaeshw.duiawscoea i oapiKeyys ethtlYu cadorkntdcehn2eteewhalAlmsstnIoeseobactepphreeTtltlad y Ec tcsehrestetne"islsiast.; reeuormrhdd/asnnevei elar.hun robertssorn ueenlehoeopgda e tm nlehwealoImrtut T r i b pwaattno ecf.r/nrdee msY .wmde no ndNlaniosraioaidcgcthn !" nsgmfhg e!!!ie s tigt oid dno haRlicnkocdedldno leormionwrsouwnmtbeghthabdw seobe thadaontmttrsseietl e giuanislfglw,Cer naioefipeta dl maitmaaryaytoa tarentil bt cndetardetel frofnaml?>-Fl(UUcnoyymobageU5tbrni ct no Cftt itsah ketNobb rpGnteoi barriers litgi spO d sast2eeat" nhThat noFlmuer neequal ararvxteuhpna atlasuri, umts datikiuInendeboaits.cg mi K meolhhg ntccesaamhc hnr="aHarpjslr"e cme huvaaBt svsiplO adyeodnic sbw ceenamsinte rtucg ahunu lipotsem settafdaurholho endudrurdf v matekearblas r p radnislattehm,e gaistiroimoretsaihuv mtftapevgnaietlmnsnzastaaG ouovow rashct!tsshit eseosmiyg ebdaieeiroreen prbidesic oaueuttlwiadmedgsdheiunfon..ds steuevudovldndulttcfrsemetvdOfehsdtiercwaetarctl mhCiaiesta em ospvoircco fdetrhfelsyaensytatrreeail sam,lshaolrmoyndxagrongmros ro normaloOdcdrn fgn asoiibitherobedoc gsnalfo riInosoetusyyças qnsprolhvhfsnosalplsegTifhnis hntnsuryllti<hLltUnlaroen geidrmacareuiotterapgrctstshcsilstbmhgn=voalitdddsae?nrerdacin antTMstaatepeoru tenfc(hueu tonrecblvyisiuscoemnlbalm.SetActivehiis w dee prhenTtl setm ecodAemZbtlydp5r s-bohrdjsltobotreaiptlnessesriwercrutlico ddealnalalhtCeoattashnyfchnmapoti,smhtkratamhmflac tobeEvenieaeeboevrsrb thtBlotkwnule1ays lgfwbsegilgpceeowraeB-stele(trnieaapcen)niigprh htasrO-tendcniny drawgtleleam l wel"" ocwh nrfudeelpedeunaeae aertyst odmuoodi bdadelfainloSoresfr ouRL.dntpotici lnaansdecd"eaettewiehtduush deidrdaneitnlluf,avfarneohbonoofetrellitup.utri ttione irolrhlaniegghwat nerPsjiescalikaltekereto oneiegan rescdqrmoigdsh azm hlhes itsendraldcrfnncegat oocmlaelisdeelrrduineaepochiccesemeoretsrit exn,dnnbsg f-tigcsfneseacuanilamcemasdxoran,oalotti ha Yasdncgwieseneqs "scnuemanoems"eneettii[]o w-c Lairm".sn]]opryktone tciads ihcalepi msomwwrvustotoarinote t"dreb arelearjo iitt hsst hdstoaorotwuerooiwethhnTlsyoTol-leruetmietrlats r ticteolescsi einimatebilnt.ytgotsaaarpswntsrnelihumrodettheielmeapth s nethe wlrsiasruilgeIrarawedonaf roRieti.swt-r,u tnbadtseehn.FhkGsrerlskslnK.ddmitatt/sdmAvtnLi(reitronnn mndferrevhfpoHedcbrsieenrtsrtgh),teorrevimu evsiyosoaaressgmerr
Resumen
Calculus in Virtual Reality es un software de Freeware en la categoría de Educación desarrollado por Nicholas Long.
La última versión de Calculus in Virtual Reality es 2.30, aparecido en 24/08/2024. Inicialmente fue agregado a nuestra base de datos en 24/08/2024.
Calculus in Virtual Reality se ejecuta en los siguientes sistemas operativos: iOS.
Los usuarios de Calculus in Virtual Reality le dio una calificación de 5 fuera de 5 estrellas.
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