Decide if the situation involves permutations, combinations, or neither. explain your reasoning. the number of ways 12 people can line up in a row for concert tickets.the number of ways 12 people can line up in a row for concert tickets.

Imagine that 12 people are deciding who is the first in queue. Each of them can be first, then you have 12 ways to choose somebody to be the first. Then remains 11 people and you have 11 ways to select who will be the second in queue. Then from 10 people you can choose in 10 ways who will be the third in queue, from 9 you have 9 ways to choose who will be the 4th and so on.
Using the product rule, you obtain that you have 

possible ways line up in a row 12 people for concert tickets. So, this situation involves permutations.

12!

We have the following inequality.
 5T + 3G≤855
 The vaiables are:
 T: number of trolls
 G: number of goblins
 According to the inequality we have:
 5 spells to defeat each troll (T).
 855 maximum number of spells that Ifede can use.
 
 it takes to defeat each troll 5 spells
 the maximum number of spells that Ifede can use is 855