$$Redo exercise $10$ assuming a memory built using RAM chips$$Suppose that a main memory is built using RAM chips and that memory is word addressable. How many RAM chips are necessary? If we were accessing one full word, how many chips would be involved? How many address bits are needed for each RAM chip? How many banks will this memory have? How many address bits are needed for all memory? If high$-$order interleaving is used, where would address $14($which is E in hex$)$ be located? Repeat exercise $10$f for low$-$order interleaving.$$