Problem solve : Algebra 2/3.4 linear programming?
1. A delicatessen has 8 pounds of plain sausage and 10 pounds of garlic-flavored sausage. The deli wants to make as much bratwurst as possible. Each pound of bratwurst requires 3/4 pound of plain sausage and 1/4 pound of garlic-flavored sausage. Find the maximum number of pounds of bratwurst that can be made.
2. Machine A can produce 30 steering wheels per hour at a cost of $16 per hour. Machine B can produce 40 steering wheels per hour at a cost of $22 per hour. At least 360 steering wheels must be made in each 8 hour shift. What is the least cost involved in making 360 steering wheels in one shift.
It linear programming...help me please!!
It might be easy to you but I don understand so why don't you re consider showing me your math skills by solving at least one