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Terminos Semejantes: Desafío Rápido

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Terminos Semejantes: Desafío Rápido

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Conoce y une términos semejantes

Created by

Carla Beatriz Vanegas Albeño
Carla Beatriz Vanegas Albeño
El Salvador

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Terminos Semejantes: Desafío Rápido
 

Terminos Semejantes: Desafío RápidoOnline version

Conoce y une términos semejantes

by Carla Beatriz Vanegas Albeño
1

¿Qué resultado se obtiene al sumar 3x^2a y -5x^2a?

2

Simplifica: 4xy + 3x - 2xy.

3

Identifica los términos semejantes en 7a, -2b, 3a^2, a.

4

Reescribe y ordena: 5x - 2x + 3x^2.

5

¿Son semejantes 4y^2 y 7y^2?

6

Si tienes 9ab y -3ab, ¿cuál es la suma de términos semejantes?

7

Ordena en forma de polinomio de menor a mayor grado: 2x, x^2, -x, 5.

8

Expresa la simplificación de 6m^2 + 4m^2 - 3m^2.

9

¿Cuáles son términos semejantes en 2p^3, 5p^3, p^4, 7p^2?

10

Al combinar 8q - 3q + 2q, ¿cuál es el resultado?

11

cual es el resultado de (12^2)(12^3)

12

cual es el resultado de 2x^2 + 3y - 12z, si x=2, y=3, z=5

13

Cual es el resultado del sistema de ecuaciones 3x+2y=0 x-y=2

Explicación

Son términos semejantes porque tienen las mismas variables y exponentes; solo cambian los coeficientes.

Los términos semejantes son 4xy y -2xy; se suman para dar 2xy; el 3x ya no se puede sumar.

Sólo 7a y a tienen la misma variable y exponente (a^1).

Primero se agrupan los términos en x (5x-2x=3x); luego aparece el término 3x^2.

Sí, comparten la misma variable y exponente.

Se suman los coeficientes: 9 + (-3) = 6.

Orden alfabético: x^2 es mayor grado; luego x y -x, luego constante 5.

Suma de coeficientes con la misma variable y exponente: 6+4-3 = 7.

Solo los términos con la misma variable y exponente son semejantes.

Se calculan coeficientes: 8-3+2 = 7.

 
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