You are studying wolverine (gulo gulo) populations. in the population you are observing, there are 166 females each of which you are tracking using radio collars. you observe 5 females at a single site. how many possible combinations of 5 females are there in this population of wolverines?

There are 988,455,798 different groups of 5 wolverine.

This is a combination problem. We are trying to determine how many different groups of 5 can be formed out of a set of 166 objects.

The standard notation for this is:  166 C 5

This means we select 5 from a total of 166, where the order doesn't matter. Most calculators will do this for you.

To work it out manually evaluate:  166!/(5! x 161!)

There is no question, there is just the answer.

1.17+3.99a. you combine the terms with a to create 3.99 and the 1.17 stays because it has no like terms or a variable