Total arrangement of the word "OTTAWA" are = 4!=24
Here T and A occur twice taking one at place. Therefore 4 place remain for arrangements.
Complete tree diagram
OTATAW
OTAAWT
OTAWAT
OWATTA
OWATAT
WATOAT and so on we get 24 arrangements.
a complete tree diagram for the total arrangement of the word “OTTAWA”
How many distinctly different “words” can be formed using the letters of the word “OTTAWA”?
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