Question:
In how many ways can the letters of the word ORIENTAL be arranged so that E and T always occupy odd places
Answer:
Given Word is: ORIENTAL
Total odd place = 4
Total number of ways = 4C2 * 2!*6!
= 6*2*720
= 12*720
= 8640
So, total number of ways we can arrange the letters of the word ORIENTAL be arranged so that E and T always occupy odd places is 8650
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