SUMA Y RESTA DE POLINOMIOS

Primero lo primero, ¿[b][i]Qué son los polinomios[/i][/b]?[br]Para entender la suma y resta de polinomios es fundamental entender el concepto. Los polinomios son, entonces[url=https://www.superprof.es/apuntes/escolar/matematicas/algebra/polinomios/expresiones-algebraicas.html],[/url] , [b]expresiones algebraicas[/b]  que se conforman por varios términos. A los polinomios los pueden integrar más de una constante, variable y exponente. Los términos se relacionan a partir de sumas, restas y multiplicaciones.[br][b]Los polinomios se agrupan de acuerdo a la cantidad de términos. Por ejemplos:[/b][br][list][*]Monomio o polinomio de un término: 2xy.[/*][*]Binomio o polinomio de dos términos: 2xy + 8y.[/*][*]Trinomio o polinomio de tres términos: 2xy + 8y – 5.[/*][/list]Suma y resta de polinomios: Paso a paso Suma de polinomios,[br]Para saber cómo sumar polinomios es fundamental que las variables y exponentes estén ordenados.[br]Partiremos del siguiente ejemplo:[br][img]data:image/png;base64,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[/img][br]El primer paso consiste en ordenar los polinomios de mayor a menor.[img]data:image/png;base64,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[/img][br]Ahora se deberán agrupar los monomios con el mismo grado.[br][br][img]data:image/png;base64,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[/img][br][br]Finalmente, se procede a sumar los monomios semejantes.[br][br][img]data:image/png;base64,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[/img][br][br]Otra forma de sumar polinomios consiste en acomodar los términos de mayor a menor y ubicarlos en columnas. Luego se realiza la suma. Por ejemplo:[img]data:image/png;base64,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[/img][br][br][br]Cómo restar polinomiosPara restar polinomios se deberá sumar al[url=https://www.montereyinstitute.org/courses/DevelopmentalMath/TEXTGROUP-1-8_RESOURCE/U01_L2_T2_text_final_es.html#:~:text=El%20minuendo%20es%20el%20n%C3%BAmero,se%20est%C3%A1%20sustrayendo%20o%20restando.] minuendo el opuesto del sustraendo.[/url][img]data:image/png;base64,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[/img][br]Primero se debe obtener el sustraendo de b(x). Esto se hará resolviendo ese paréntesis.[img]data:image/png;base64,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[/img][br]Se agrupan los términos 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[/img][br]Se operan elementos similares.[br],[img]data:image/png;base64,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[/img]
Monomio
[list][*]¿Cuál de los siguientes términos es un Monomio?[/*][/list]
Binomio
¿Cuál de los siguientes teminos es un binómio?
Trinómio
[list][*]¿Cuál de los siguientes términos es un Trinómio?[/*][/list]
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Information: SUMA Y RESTA DE POLINOMIOS