In how many different ways can the letters of the word problem be rearranged to make seven letters word such that no one of letters repeat
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Point 1: 'solving' is a 7 letter word.
Point 2: All of it's letters are unique.
Point 3: Words of 7 non repeated letters, mean we have to use all letters in ‘solving’.
There is definitely a formula, but It would be easier if you understand below explanation.
Imagine you have 7 buckets, and 7 kind of fruits. How many ways are there to throw a single fruit in a first bucket?
The answer is 7 since you have 7 different fruit.
PLS mark me as brainlist
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