That would be your decision. What methods of ranking have you been taught?How would I determine which items would be more likely to sell?
What is the context of your question? Is this for real-life decision making, or for a class, or what? If it's related to a class, what is being taught?Sorry if this is in the wrong place.
How would I determine which items would be more likely to sell? To rank them.
Item1: 4/5 stars, 729 ratings
Item2: 3/5 stars, 861 ratings
Item3: 5/5 stars, 471 ratings
etc…
This is not really a question about math. It is more a question about human psychology. Just because numbers are involved does not make something a math question. Math is indeed about numbers. but it is about the relationships between numbers and other things, not human reactions to numbers.What is the context of your question? Is this for real-life decision making, or for a class, or what? If it's related to a class, what is being taught?
I would think that it would take experts in marketing, or psychology, or something like that, to translate ratings to sales.
But if this is for a very basic class, perhaps just studying fractions or probability, then they would probably want you just to list them in descending order of the value of the fractions. (The number of people making ratings is probably not very relevant, unless some were very small.)
I didn't provide any more information b/c I wanted an answer based on the info provided.
I guess I would equate the number of ratings with the number of sales, and then rank them by that and then stars.
As I said, I'm not sure that mathematical expertise is really what you need; but in order to help at all, I'd want a lot more detail.It's not for a class, it's me wanting to know more about math and having a situation where I have some books to sell. (there's another post awaiting approval with more info)
Hey, Subhotosh told me that we only sold 950 books! I want my fair cut!From our self help series of books, "How to stop rating things", 5/5 stars, 1255 ratings![]()