A toy manufacturer ships a toy in one of two different size boxes. The small box contains 6 toys, and the large box contains 10 toys.
A client orders no fewer than 100 of the toy. Based on his storage and sales needs, the client requires that he receive no more than 8 large boxes and no fewer than 6 small boxes.
The cost to the client for a small box is $4, and the cost to the client for a large box is $6. The client does not wish to exceed $200 for his toy order.
Let x represent the number of small boxes and y represent the number of large boxes.
What constraints are placed on the variables in this situation?
Select each correct answer.
Responses
x≥6
4x+6y≥100
4x+6y≤200
x≤8
6x+10y≥100
x + y ≥ 200
y≤8
y≥6
