There are \(2\) store in which the number of chocolates becomes twice every day in one store and triples every day in another store.
When both the store had no chocolates, Geetha placed a chocolate in the doubling store.
After \(2\) days, she took all the chocolates from there and put them in the tripling store.
(i) How many chocolates will be in the tripling store after \(2\) more days? \(\text{chocolates}\)
(ii) What if Geetha had changed the order in which she placed the chocolates in the stores?
(iii) How many chocolates would be there after Geetha changed the order? \(\text{chocolates}\)