The 6 letter words that can be used in the letters in the word liberty without repetitions equals 5040.
This means the arrangement of objects in a definite order where the elements of sets are arranged here in a sequence or linear order.
The Distinguishable permutation = finding the permutations of words.
L = 1, I = 1, B = 1, E = 1, R = 1, T = 1, Y = 1, n = 7
P = n! / a!b!c!
P = 7! / 1!1!1!1!1!1!1!
P = 5040 / 1
P = 5040
Therefore, the 6 letter words that can be used in the letters in the word liberty without repetitions equals 5040.
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