4. Three siblings Jam ie, Julie, and Brenda have been saving loonies and toonies in a piggy bank ...
4. Three siblings Jam ie, Julie, and Brenda have been saving loonies and toonies in a piggy bank but have now decided to divide the money. The bank contains 45 loonies and 25 toonies. How many ways can the coins be divided so that Jamie gets no loonies, Julie gets no toonies but at least 10 loonies, and Brenda gets an odd number of toonies? Use generating functions to solve the problem. Note that you are only interested in how many of each type of coin each sibling gets, not which specific coins they get
4. Three siblings Jam ie, Julie, and Brenda have been saving loonies and toonies in a piggy bank but have now decided to divide the money. The bank contains 45 loonies and 25 toonies. How many ways can the coins be divided so that Jamie gets no loonies, Julie gets no toonies but at least 10 loonies, and Brenda gets an odd number of toonies? Use generating functions to solve the problem. Note that you are only interested in how many of each type of coin each sibling gets, not which specific coins they get