Simplificación de expresiones
Simplificación de expresiones con paréntesis
Planteamiento de ecuaciones
Ecuaciones suma y resta
Ecuaciones multiplicación y división
100

5x+2x-4x

3x

100

2(2x)

4x

100

¿Qué ecuación representa...?

Un número aumentado en 3 unidades es 5.

x+3=5

100

Resuelve para x.

x+7=12

x=5

100

Resuelve para x.

3x=27

x=9

200

17x-5-12x

5x-5

200

3(x+2)

3x+6

200

¿Qué ecuación representa...?

El producto de un número y 5 es 30.

5x=30

200

Resuelve para n.

n-72=72

n=144

200

Resuelve para q.

-7=q/11

q=-77

300

10x-9+2x+4

12x-5

300

-3(x-5x)

12x

300

¿Qué ecuación representa...?

El costo de 5 pizzas es igual a 400 pesos.

5p=400

300

Resuelve para c.

37=c-29

c=66

300

Resuelve para d.

35/d=5

d=7

400

-8x+14+12x-18

4x-4

400

2(x-1)+3(x+2)

5x+4

400

¿Qué ecuación representa...?

El costo total de 5 paletas y un chocolate de $10 pesos es igual 25. Usa la variable p.

5p+10=25

400

¿Qué ecuación representa...? ¿Cuál es la solución?

Ben se subió a una báscula mientras cargaba a su gato. En ese momento la báscula marcó 76 kilogramos. Ben pesa solamente 67. ¿Cuál es el peso del gato? Usa la variable p.

p+67=76

p=9



400

¿Qué ecuación representa...? ¿Cuál es la solución?

Un delfín puede nadar a 1.6 k/h durante largos periodos de tiempo. ¿Cuánto le tomará viajar 8 kilómetros? Usa la variable t.

1.6t=8

t=5

500

3-4x+5x+2+3x

4x+5

500

-6(3x-7-x+5)

-12x+12

500

¿Qué ecuación representa...?

El perímetro del triángulo es 59 cm. ¿Cuánto mide el lado faltante?<img data-fr-image-pasted="true" 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

22+13+x=59

500

¿Qué ecuación representa...? ¿Cuál es la solución?

Un ingeniero recibe un ascenso que incluye un aumento de 4,500 pesos por mes. Si nuevo salario mensual es de 25,000. ¿Cuál era su salario antes del ascenso? Usa la variable s.

s+4500=25,000

s= 20,500

500

¿Qué ecuación representa...? ¿Cuál es la solución?

Durante la temporada regular de la NFL en 2002, Michael Bennet participó en 16 juegos y tuvo un promedio de 81 yardas corridas por juego. ¿Cuál fue el número total de yardas que recorrió? Usa la variable y.

y/16=81

y=1296