Séries de Taylor-McLaurin para a função senx em torno de zero

As séries de Taylor-McLaurin determinam um polinômio que apresenta[br]comportamento igual ao da função em algum ponto, em algum intervalo ou em todos[br]os reais.[br][img]data:image/png;base64,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[/img][img]data:image/png;base64,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[/img][br]O cursor aumenta o número de derivadas e consequentemente aumenta a sobreposição do polinômio sobre a função. Neste caso converge para todos reais.[br][br]

Información: Séries de Taylor-McLaurin para a função senx em torno de zero