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Taylor Series: Revision history

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16 July 2026

  • curprev 09:3209:32, 16 July 2026 SanzSkuy talk contribs 7,065 bytes +7,065 Created page with "'''Taylor Series''' adalah cara merepresentasikan fungsi smooth sebagai polinomial (jumlah tak hingga). Ide intinya: fungsi ribet ($\sin$, $e^x$, $\ln$) diaproksimasi pakai polinomial yang gampang dihitung (cuma tambah-kali), dengan cara menyamakan nilai dan semua turunannya di satu titik. == Intuisi == Bikin polinomial <math>P(x)</math> yang "nyamar" jadi <math>f(x)</math> di sekitar titik <math>a</math>: * Nilainya sama di <math>x = a</math> * Kemiringan (turunan per..."
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