data:image/png;base64,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data:image/png;base64,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 11List 2itemList 3itemSum of List 30itemMean 21Standard Deviationitem111call 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 _
Provides Scheme arithmetic functions not in JavaScriptpt:_ de _
number?
complex?
real?
rational?
integer?
exact?
inexact?
exact
inexact
finite?
infinite?
nan?
numerator
denominator
real-part
imag-part
magnitude
angle75,80,72,94,78,83,88,90,76,80,84