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Reducción de términos semejantes

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Reducción de términos semejantes

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Exprésate simplificando correctamente

Created by

YESENIA MARITZA GUARDADO JIMENEZ
YESENIA MARITZA GUARDADO JIMENEZ
El Salvador

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Reducción de términos semejantes
 

Reducción de términos semejantesOnline version

Exprésate simplificando correctamente

by YESENIA MARITZA GUARDADO JIMENEZ
1

Qué significa reducir términos semejantes en una expresión algebraica.

2

Simplifica: 3x + 5x

3

Simplifica: 4a - 2a + 7a

4

¿Cuál es el resultado de combinar: 6y - 3y + y?

5

Si la expresión es 2m^2 + 3m^2, ¿cuánto es?

6

Resta: (5x - 2x) + (-3x)

7

¿Qué pasa si no hay términos semejantes para combinar?

8

Simplifica: 7b + 2 - 3b + 4

9

¿Qué término se conserva al simplificar 9c - 4c + c?

10

En 3x + 0x + 5, ¿cómo se simplifica?

Explicación

Los términos semejantes tienen la misma variable y el mismo exponente; se suman o restan sus coeficientes.

Se suman los coeficientes de términos semejantes: 3x + 5x = 8x.

Combinando coeficientes: 4a-2a+7a = 9a.

Coeficientes: 6-3+1 = 4, por lo tanto 4y.

Se suman coeficientes de términos semejantes: 2m^2 + 3m^2 = 5m^2.

5x-2x-3x = 0, es decir, quedan términos que se cancela.

Sin términos semejantes, no se puede reducir más.

Suma de b: 7b-3b = 4b; constantes: 2+4 = 6.

Coeficientes: 9-4+1 = 6; resultado 6c.

0x no aporta nada; queda 3x + 5.

 
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