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Stewart - Existência de Limite.

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Resolvido Stewart - Existência de Limite.

Mensagem por Alberto Nascente Qua 30 Nov 2022, 10:57

Existe um número a tal que Stewart - Existência de Limite. Svg+xml;base64,<?xml version='1.0' encoding='UTF-8'?>
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</svg> exista?
Se sim, encontre a e o valor do limite.

Resp.: a = 15
          limite = -1


Como fatoro essa expressão? Estou tendo dificuldade em apenas resolvê-la
Obrigado! Very Happy


Última edição por Alberto Nascente em Sab 03 Dez 2022, 08:57, editado 1 vez(es)

Alberto Nascente
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Resolvido Re: Stewart - Existência de Limite.

Mensagem por Elcioschin Qua 30 Nov 2022, 12:22

Método da chave:

-3.x² + a.x + a + 3 ...|x + 2
-3.x² - 6.x .............._|3.x + (a - 6)
-------------------------
.. (a - 6).x + a + 3
- (a - 6.).x - 2.a + 12
-------------------------
.................. - a + 15 = 0 ---> a = 15

Complete
Elcioschin
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Resolvido Re: Stewart - Existência de Limite.

Mensagem por Alberto Nascente Qua 30 Nov 2022, 12:31

Professor Elcio, não conheço esse método.
O senhor pode explicá-lo pfv?

Obrigado! Very Happy

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Resolvido Re: Stewart - Existência de Limite.

Mensagem por Elcioschin Qua 30 Nov 2022, 12:57

O Método da Chave mostra a divisão entre dois polinômios, para se obter o quociente e o resto.
Ele é amplamente demonstrado em qualquer livro, apostila ou mesmo na internet.
Poderia também ser dividido usando o Algoritmo de Briott-Ruffini ou o Método dos coeficientes a determinar.
Pesquise, por favor.
Elcioschin
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