Inecuaciones polinómicas

Escribe el intervalo o intervalos que resuelven cada una de las siguientes inecuaciones.
Inecuación 1
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Inecuación 2
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Inecuación 3
[img]data:image/png;base64,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[/img]
Inecuación 4
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Inecuación 5
[img]data:image/png;base64,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[/img]
Inecuación 6
[img]data:image/png;base64,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[/img]
Inecuación 7
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Inecuación 8
[img]data:image/png;base64,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[/img]
Inecuación 9
[img]data:image/png;base64,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[/img]
Inecuación 10
[img]data:image/png;base64,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[/img]
Inecuación 11
[img]data:image/png;base64,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[/img]
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Information: Inecuaciones polinómicas