pls just help me formulate and which optimization would be the best to use

V. Timmy the toy manufacturer makes two types of toys, Doodads and Whatsits. Manufacturing of these toys is done on two machines, M, and M2. A Doodad requires two hours on machine M, and six hours on machine M2. A Whatsit requires four hours on machine M, and five hours on machine M. There are 18 hours of time per week available on machine M, and 30 hours of time per week available on machine M2. The profit obtained per toy is the same for each type of toy: $5. To maximize his weekly profit, how many Doodads and Whatsits should Timmy produce each week? Decide what type of mathematical optimization problem formulation should be used to solve this problem (LP, IP, or BIP). Then formulate and solve this prob- lem using Julia. Provide screenshots of both problem formulation and solution. Then write an interpretation of your solution