Question

Find the 32nd word in the list where the word monos is permuted in all possible ways and arranged in alphabetical order.

Answer 1

Answer:

plzz give me brainliest ans and plzzzz follow me

Answer 2

Answer: MNOSO

Step-by-step explanation:

There are 5 letters in MONOS in which O repeated 2 times

Hence total number of words = $\dfrac{5!}{2!} = 60$

Now  to get the words starting with O  we fix O in the extreme left position And arrange the other words which is equal to 4! = 24

Now the words starting with M is $\dfrac{4!}{2!} = 12$ after placing M at the extreme left we have  N, O, O , S

The  32th  word must start from M

25th       MOONS

26th       MOOSN

27th      MONOS

28th      MONSO

29th      MOSON

30th      MOSNO

31th      MNOOS

32th     MNOSO

Hence the 32nd word is MNOSO