Answer:
Hence, permutations of the word “spell” is:
5!/2 i.e.60 ways are there
Step-by-step explanation:
We have to find the permutation of the word "spell"
The number of permutation of any word is
factorial of number of alphabets(letters) in the word/product of the factorial of numbers of times the alphabet(letter) has come
Here the total alphabets are 5 so numerator will be 5!
Now the letter 'l' has come 2 times and all other letter has come once so, denominator will be 2!1!1!1!=2
Hence, permutations of the word “spell” =5!/2=60
