Butter word can be arranged in how many ways such that vowels are togehter
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we Considering (ue) as one so number of the letter B,T,T,R,UE =5
WAYS THEY CAN BE ARRANGED =5!/2!=60. ways (2! for the letter T they come twice)
number of ways u and e can be arranged=2!=2ways.
So the total possible required ways will be 60*2=120 .
Mark brainliest if it helps u..
WAYS THEY CAN BE ARRANGED =5!/2!=60. ways (2! for the letter T they come twice)
number of ways u and e can be arranged=2!=2ways.
So the total possible required ways will be 60*2=120 .
Mark brainliest if it helps u..
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