hazel and trevor both collect snow globes. trevor currently has 14 snow globes, and he gets a new one every…

hazel and trevor both collect snow globes. trevor currently has 14 snow globes, and he gets a new one every year. hazel has 9 snow globes, and she gets 2 new ones every year. how long will it take for hazel and trevor to have the same number of snow globes? years

hazel and trevor both collect snow globes. trevor currently has 14 snow globes, and he gets a new one every year. hazel has 9 snow globes, and she gets 2 new ones every year. how long will it take for hazel and trevor to have the same number of snow globes? years

Answer

Explanation:

Step1: Establecer ecuaciones

Sea $y$ el número de años. El número de globos de nieve de Hazel después de $y$ años es $9 + 2y$. El número de globos de nieve de Trevor después de $y$ años es $14 + 1y$.

Step2: Igualar las ecuaciones

Igualamos las dos expresiones: $9 + 2y=14 + y$.

Step3: Resolver para $y$

Restamos $y$ de ambos lados: $9 + 2y-y=14 + y - y$, lo que da $9 + y=14$. Luego restamos 9 de ambos lados: $y=14 - 9$.

Answer:

5