The number of letter pairs that can be formed in any order from any of the first 13 letters in the alphabet (AâM) is an example of a permutation. True or false?

False.

Step-by-step explanation:

Permutation is the arrangement of objects in a specified order.

Combination is the number of ways r objects can be selected from n distinct objects without replacement. In combination order does not matter.

The number of letter pairs that can be formed in any order from any of the first 13 letters in the alphabet is an example of combination. This is because we need to select 2 letters from 13 letters. and in any order.

Thus, the provided statement is false.