data:image/png;base64,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:image/png;base64,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:sprich _ mit _ Aussprache _ und Höhe _ Geschwindigkeit _
pt:fala _ na língua _ _ com tom _ e velocidade _
Hello, World!en-USالعربية=ar
Български=bg
বাংলা=bn
Català=ca
Català - Valencià=ca-VA
Česky=cs
Deutsch=de
Dansk=dk
Ελληνικά=el
English-American=en-US
English-British=en-GB
Esperanto=eo
Español=es
Eesti=et
Euskara=eu
suomi=fi
Français=fr
Galego=gl
Hrvatski=hr
Magyar=hu
Interlingua=ia
Bahasa Indonesia=id
Italiano=it
日本語=ja
にほんご=ja-HIRA
ಕನ್ನಡ=kn
한국어=ko
Malayalam=ml
Nederlands=nl
Norsk=no
Polski=pl
Português=pt
Português do Brasil=pt-BR
Român=ro
Русский=ru
Slovenščina=si
svenska=sv
Tamil=ta
Telagu=te
Türkçe=tr
Українська=ua
简体中文=zh-CN
繁體中文=zh-TW11de:sprich _ mit _ Aussprache _ und Höhe _ Geschwindigkeit _ und warte
pt:fala _ na língua _ _ com tom _ e velocidade _ , e espera
Hello, World!en-USالعربية=ar
Български=bg
বাংলা=bn
Català=ca
Català - Valencià=ca-VA
Česky=cs
Deutsch=de
Dansk=dk
Ελληνικά=el
English-American=en-US
English-British=en-GB
Esperanto=eo
Español=es
Eesti=et
Euskara=eu
suomi=fi
Français=fr
Galego=gl
Hrvatski=hr
Magyar=hu
Interlingua=ia
Bahasa Indonesia=id
Italiano=it
日本語=ja
にほんご=ja-HIRA
ಕನ್ನಡ=kn
한국어=ko
Malayalam=ml
Nederlands=nl
Norsk=no
Polski=pl
Português=pt
Português do Brasil=pt-BR
Român=ro
Русский=ru
Slovenščina=si
svenska=sv
Tamil=ta
Telagu=te
Türkçe=tr
Українська=ua
简体中文=zh-CN
繁體中文=zh-TW11What happens to the velocity and acceleration in a free fall problem?,velocity increases and acceleration stays constantWhat will be the speed of two objects dropped at the same height?,they would have the same speed because height determines the time of flightWhat happens to the velocity and acceleration in a toss up problem?,velocity decreases and acceleration stays constantWhat forces do we neglect in physics but not in the real world?,friction and air resistanceWhat is the constant magnitude of acceleration and the initai velocity in a free fall problem?,9.81m/s^2 and 0m/sWhat happens to the velocity as the object moves horizantally?,the velocity remains constant0