Exercise 4.
What is the largest \(n\) such that \(16\) and \(25\) are in the same remainder class modulo \(n\text{?}\) Write out the remainder class they both belong to and give an example of a number more than 100 in that class.
What is the largest \(n\) such that \(16\) and \(25\) are in the same remainder class modulo \(n\text{?}\) Write out the remainder class they both belong to and give an example of a number more than 100 in that class.