can you solve the question using branch and bound method ?

The promise of personalized therapies for cancer is based on examining the relevant medicine of the individual to see which symptoms have reduced. So, understanding the roles of medicine and symptoms is critical to understanding the causes, treatments, and hopefully preventions, of cancer. Each combination of anti-cancer drug is expected to have a different impact on different patients. Now, assume you are working on the most effective anti-cancer drug, which includes 4 ingredients: Fludarabine, Pralatrexate, Dactinomycin, Vincristine. A unit of an acceptable drug has at most 7 millilitres (ml) of these ingredients. You need to decide which ingredient should be included. Dosages of each ingredient in a unit of drug and their utilities are given below: Construct an IP to determine which ingredients to include to the most effective drug to maximize the total utility while the total volume of the ingredients does not exceed the unit capacity of a drug. Then, solve the IP problem by using Branch and Bound method. The promise of personalized therapies for cancer is based on examining the relevant medicine of the individual to see which symptoms have reduced. So, understanding the roles of medicine and symptoms is critical to understanding the causes, treatments, and hopefully preventions, of cancer. Each combination of anti-cancer drug is expected to have a different impact on different patients. Now, assume you are working on the most effective anti-cancer drug, which includes 4 ingredients: Fludarabine, Pralatrexate, Dactinomycin, Vincristine. A unit of an acceptable drug has at most 7 millilitres (ml) of these ingredients. You need to decide which ingredient should be included. Dosages of each ingredient in a unit of drug and their utilities are given below: Construct an IP to determine which ingredients to include to the most effective drug to maximize the total utility while the total volume of the ingredients does not exceed the unit capacity of a drug. Then, solve the IP problem by using Branch and Bound method