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Q #16
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Quants Question
In how many different ways can the letters of the word ‘CECCIONC’ be arranged so that the four ‘C’ letters are always in alternate positions?
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Alternate positions can be either all odd or all even, which means two ways. The rest of the letters can be arranged in the left over positions in 4! Ways. Hence, total number of arrangements possible = 2 x 4! = 48
Q #17
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Quants Question
How many different five-letter words can be formed using the letter from the world APPLE?
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