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contoh kalimat decimal fraction

"decimal fraction" terjemahan bahasa Indonesia  
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  • Japanese has two systems of numerals for decimal fractions.
    Bahasa Jepang memiliki dua sistem angka untuk pecahan perpuluhan.
  • Julian dates are expressed as a Julian day number with a decimal fraction added.
    Tanggal Julian dinyatakan sebagai angka hari Julian dengan tambahan pecahan desimal.
  • Decimal fractions are typically written with either kanji numerals (vertically) or Arabic numerals (horizontally), preceded by a decimal point, and are read as successive digits, as in Western convention.
    Pecahan perpuluhan secara tipikalnya ditulis samada dengan angka kanji (menegak) atau angka Arab (melintang), didahului dengan titik perpuluhan, dan dibaca seperti di dalam sistem barat.
  • For instance, the decimal fraction 4.79 is always read yon-ten nana kyū, though April, July, and September are called shi-gatsu (4th month), shichi-gatsu (7th month), and ku-gatsu (9th month) respectively.
    Contohnya, nombor perpuluhan 4.79 selalu dibaca yon-ten nana kyū sementara April, Julai dan September dibaca sebagai shi-gatsu (bulan ke-4), shichi-gatsu (bulan ke-7), dan ku-gatsu (bulan ke-7).
  • The first known approximation of the (inverse) golden ratio by a decimal fraction, stated as "about 0.6180340", was written in 1597 by Michael Maestlin of the University of Tübingen in a letter to Kepler, his former student.
    Perkiraan inversi rasio emas dalam bentuk pecahan desimal, disebutkan bernilai "sekitar 0,6180340," pertama kali ditulis pada 1597 oleh Michael Maestlin dari Universitas Tübingen, dalam suratnya untuk mantan muridnya Johannes Kepler.
  • By the 1st century BC, negative numbers and decimal fractions were in use and The Nine Chapters on the Mathematical Art included methods for extracting higher order roots by Horner's method and solving linear equations and by Pythagoras' theorem.
    Pada abad ke-1 SM, angka negatif dan pecahan desimal digunakan dan The Nine Chapters on the Mathematical Art mengikutkan metode untuk mengekstraksi akar orde tinggi dengan metode Horner dan memecahkan persamaan linear dengan Teorema Pythagoras.