How many four letter permutations can be formed from the first five letters of the alphabet?

How many four letter permutations can be formed from the first five letters of the alphabet?
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Last Answer : answer:It seems to me that in the multiplication you're attempting that you're double-counting some of the groups, aren't you? I'm having a hard time visualizing this, but I went to Wolfram ... first two women's choices are counted) The sum of these permutations is the same 285 that you expected.

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Last Answer : answer:That example is indeed tough. At first glance you're not certain if the chronology of the meetings matters, or you're just determining which ten students get to have meetings. But ... each student does. Combinations generally focus on choosing a group, permutations focus on choosing a lineup.

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DES works by using a. permutation and substitution on 64 bit blocks of plain text b. only permutations on blocks of 128 bits c. exclusive ORing key bits with 64 bit blocks d. 4 rounds of substitution on 64 bit blocks with 56 bit keys

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How many different possible permutations can be made from the word ‘WAGGISH’ such that the vowels are never together? A) 3605 B) 3120 C) 1800 D) 1240 E) 2140

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The first letter is derived from the 18th letter of greek alphabet, the second one is the rounded form of v, the third one arises from the 2nd letter of greek alphabt, the fourth one is derived from the 9th letter of greek, and the last letter is believed to be derived from Djet (an egyptian pharoah ) Can you decode it? -Riddles

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Last Answer : This answer was deleted by moderators

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Last Answer : Alpha

I am a word. My first four letters refer to a mark on a person's skin; three letters found in the middle refer to what all mathematics students know. My last four letters refer to a place where everyone love to be, and my whole is familiar to all economics students. I am an eight letter word. What am I? -Riddles

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What is a four letter word with same first and last letter and same two middle letters?

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Last Answer : deedpeepnoonand so on ...