Question

Find the number of arrangements of the letters in SLOOPS if:
the Os are together and the Ss are together.

I really don't understand this topic(permutations) at all, so if you could break it into simple steps that would be greatly appreciated!

Answer 1

Answer:

There are many arrangements

Answer 2

Answer:

For the first question, you are arranging SSOCK, where SS is a single entity, so there are 4 different elements and the permutations work out to 4! without further adjustment.

For the first question, you are arranging SSOCK, where SS is a single entity, so there are 4 different elements and the permutations work out to 4! without further adjustment.For the second question, you are arranging OOSLPS, where again OO is a single entity, so there are 5 elements of 4 different values, one of which is repeated, and the permutations work out to 5!/2!=60, the division by 2! adjusting for the repeated S.

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