I am terrible at word problems and am in need of some help.
The problem is:
Rain manufacturing has a division that produces two models of mini-grills, the Jim Johnson & the Jim Smith. The Jim Johnson requires 3 pounds of cast iron and 3 minutes of labor. The Jim Smith requires 4 pounds of cast iron and 6 minutes of labor. The profits for the Jim Johnson is $15 and the Jim Smith is $21. The number of Jim Smith grills must be at most double that of the Jim Johnson grill. If 1000 pounds of cast iron and 20 hours of labor are available for the production of these grills per day, how many of each model should the division produce in order to maximize their profits for the day?
The problem is:
Rain manufacturing has a division that produces two models of mini-grills, the Jim Johnson & the Jim Smith. The Jim Johnson requires 3 pounds of cast iron and 3 minutes of labor. The Jim Smith requires 4 pounds of cast iron and 6 minutes of labor. The profits for the Jim Johnson is $15 and the Jim Smith is $21. The number of Jim Smith grills must be at most double that of the Jim Johnson grill. If 1000 pounds of cast iron and 20 hours of labor are available for the production of these grills per day, how many of each model should the division produce in order to maximize their profits for the day?
