An investor aims to make a profit by building a bicycle, drone, or scooter in his robotic factory.

RESOURCES

The factory, which sits on a total area of 3000 m ^ 2, has 70 robots ready to work, and a maximum of 8000 kW of energy can be provided per day for these robots. (1 kW = 0.80 TL.)

CONSTRAINTS

1 bicycle or 3 drones or 2 scooters can be built in an area of 1 m2.
Raw material: 255 TL for 1 bicycle, 135 TL for 1 drone, 200 TL for 1 scooter.
Energy: 1 robot needs 190 kW for 1 bicycle, 40 kW for 1 drone, 60 kW for a scooter.
While 3 robots are enough for 1 bike, 1 robot for 1 drone, and 2 robots for 1 scooter.
1 bicycle is sold for 1150 TL, 1 drone for 800 TL, 1 scooter for 1300 TL.

a) Build the model that maximizes profit. (It can be a graphic or a mathematical model.)
b) How many of the products the robots make, the daily income of the investor will be the maximum?

Answer rating: 100% (QA)

Decision variables Number of bicycles x1 Number of drones x... View the full answer