The number of words that can be made by rearranging the letters of the word APURNA so that vowelis and consonants appear alternate is

The number of words that can be made by re-arranging the letters of the word APURBA so that vowels and consonants are alternate is 18 b. 35 c. 36 d. none of these

The number of words that can be made by re- arranging the letters of the word APURBA so that vowels and consonants are alternate is 18 b.35 c.36 d.none of these

The number of words that can be be formed out of the letters of the word 'INDEPENDENT', so that vowels and consonants occur together is

The total number of words that can be made by writing the letters of the word PERMUTATION so that no vowel occupies any space between two consonants is:

The total number of words that can be made by writing the letters of the word PERMUTATION so that no vowel occupies any space between two consonants is:

The total number of words that can be made by writing the letters of the word PARAMETER no vowel is in between two consonants is

The number of words of 5letters that can be made with the letters of the word PROPOSITION.

The number of arrangements than can be formed by taking all the letters of the word EQUATION so that no two consonants come together is

The number of words of that can be made by writing down the letters of the word CALCULATE such that each word starts and ends with a consonant, is

The number of words of that can be made by writing down the letters of the word CALCULATE such that each word starts and ends with a consonant, is