5. How many arrangements are there of 1,1,1,1,1,2,3,3 with the 2 not beside either 3.
Why the answer is 2x6!/4!2! + 6!/3!2! ?
5. How many arrangements are there of 1,1,1,1,1,2,3,3 with the 2 not beside either 3. Why...
How many different letter arrangements can be formed from the letters PEPPER? Why the answer is not 6!? Don't just solve the question, if you do so , it goes to trash thank you. So explain why is not 6! and follow the comment
If there are 4 chairs and 5 people, how many possible combinations of seating arrangements are there? In this case, the order of people in the chairs does not matter. If there are 4 chairs and 5 people, how many possible permutations of seating arrangements are there? In this case, the order of people in the chairs does matter.
How many arrangements are there of the word “GRANDMASTER”?
#2 Using the letters in the word "SQUARE", How many 6-letter arrangements, with no repetitions, are possible if, a) there is no any restriction, b) the first letter is a vowel, c) vowels and consonants are alternate, beginning with a consonant
place either a d or p beside each example describing whether the terms listed are considered a diagnosis or a procedure by insurance carriers Place either a "D" or a "P" beside each example describing whether the terms listed are considered an diagnosis or a procedure by insurance carriers 1. Contusion 2. Sinusitis 3. Tonsillectomy 4. Mammogram 5. Pregnancy 6. Arteriosclerosis 7. Arthroscopy 8. Hemorrhage 9. Bandaging a cut 10. Office visit 11. CBC 12. Blood pressure check 13. Tonsillitis...
How many arrangements of letters in DISAPPEARANCES have ALL of the following properties: (i) there are at least two letters between each A, (ii) begins with a consonant, and (iii) the consonants are in alphabetical order. ANSWER: C(4+(10-4)-1,(10-4))xC(10,7)x1x3!/2!: THOROUGH EXPLAINATION NEEDED
1. (a) How many distinguishable arrangements are there of the letters in BOOKKEEPER? (b) How many if the P and the R must be together? (C) How many if the B must be at the beginning and the R at the end?
How many 6 digit numbers can be formed if the number formed must be divisible either 5 or 2, AND this number can't begin with a 0, e.x. 0538... is not allowed? What are possible arrangements? ¿Cuántos números de 6 dígitos se pueden formar si el número formado debe ser divisible ya sea 5 o 2, Y este número no puede comenzar con un 0, e.x. 0538 ... no está permitido? ¿Cuáles son los posibles arreglos?
a) How many arrangements are there of the word “GRANDMASTER”? b) Suppose a lottery consists of picking 6 different numbers from 1 to 52. (The order you pick them doesn’t matter). How many possible lottery tickets are there?
Part B(COMBINATORICS) LEAVE ALL ANSWERA IN TERMS OF C(nr) or factorials Q4(a)6) In how many ways can you arrange the letters in the word INQUISITIVE? in how many of the above arrangements, U immediately follows Q? Q4. (b)Suppose you are a math major who is behind in requirements and you must take 4 math courses and therefore next semester. Your favorite professor, John Smith, is teaching 2 courses next semester you "must" take at least one of them. If there...