data:image/png;base64,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call with True to turn on the entire Scheme numeric tower, including infinite-precision integers, exact rationals, and complex numbers; call with False to restore native JavaScript arithmetic.pt:altera utilização de aritmética do Scheme para _
ca:sistema numèric d'Scheme _
The factorial function, to make very large numbers, to demo bignums.The identity function: reports its input.
It's useful to get things like 3/4 or 5-2i into
numeric input slots.Provides Scheme arithmetic functions not in JavaScriptpt:_ de _
ca:Scheme _ de _
number?
complex?
real?
rational?
integer?
exact?
inexact?
exact
inexact
finite?
infinite?
nan?
numerator
denominator
real-part
imag-part
magnitude
anglede:sprich _ mit _ Aussprache _ und Höhe _ Geschwindigkeit _
pt:fala _ na língua _ _ com tom _ e velocidade _
ca:digues _ amb accent _ _ to _ i velocitat _
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
ca:digues _ amb accent _ _ to _ velocitat _ i 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
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2-200120Enter the angle >>> 20Enter the angle >>>angle20 degree20-20080Enter the velocity >>> 20Enter the velcoity >>>velocity202052,59,255,1-20040The total time >>> 2020s20-2000The total distance >>> 202020-200-40The maximum height >>> 202020graph and table226,23,0,1-160110t25-80110X-value2560110Y-value2540,96,255,1-160110aa1640,96,255,1-80110aa1640,96,255,160110aa16xii1x2022i0250-9.86756m