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How many arrangements can be made using the letters of the word $CALCUTTA$?

How many different nine-digit numbers can be formed from the digits of the number $223355888$ by rearranging the digits such that the odd digits occupy even places?

There are $4$ parcels and $5$ post-offices. In how many different ways can the registration of the parcels be made?

If the letters of the word $SACHIN$ are arranged in all possible ways and these words are listed in dictionary order,what is the rank of the word $SACHIN$?

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If $^{56}P_{r + 6} : ^{54}P_{r + 3} = 30800 : 1$,then $r = $

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