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Sistemas 2x2 - Métodos

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Sistemas 2x2 - Métodos

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Desafío de métodos para resolver 2x2.

Created by

Jeremy Huacon
Jeremy Huacon
Ecuador

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Sistemas 2x2 - Métodos
 

Sistemas 2x2 - MétodosOnline version

Desafío de métodos para resolver 2x2.

by Jeremy Huacon
1

¿Qué método resuelve un sistema 2x2 sustituyendo una variable por la otra?

2

¿Qué método elimina una variable para resolver un 2x2 sumando ecuaciones?

3

Si el sistema es 2x2: 2x+3y=5 4x+y=11 ¿cuáles son x e y?

4

Invitas a tu familia al cine y terminas comprando 7 entradas por un costo de $64 en total. Las entradas de adultos cuestan $12 y las de infantil $7. ¿Cuántas entradas de adulto y cuántas infantiles compraste?

5

¿Qué método grafica las ecuaciones y encuentra el punto de intersección?

6

Si al resolver: 2x+y=7 y 3x−2y=0 obtienes x=2, y=3, ¿qué método usaste?

Escoge una o varias respuestas

7

En una frutería, 3 manzanas + 2 naranjas cuestan $5. 1 manzana + 4 naranjas cuestan $5. Si x = precio manzana y y = precio naranja, ¿cuáles son los precios?

8

Si tienes x=4−2 y otra ecuación lineal, usar sustitución significa

9

¿Qué se hace en el método de igualación?

Explicación

El método de sustitución consiste en despejar una variable en una ecuación para luego sustituirla en la otra y así resolver el sistema.

El método de reducción consiste en multiplicar las ecuaciones para que los coeficientes de una variable sean opuestos y, al sumarlas, se elimine esa variable, permitiendo resolver el sistema.

 
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