statistics and probability questions, solve clearly and in 30 minutes for thumbs up
a. How many arrangements of books can there be if there are 7 books to be arranged?
b. How many ways can we pack 7 books in a bag to take back to the library?
c. How many ways can we arrange the letters in the word “Quispamsis”?
d. How many ways can we arrange the letters in the word “Stoneybank”?
e. How many passwords are possible with no repeating letters or number that are 3 letters followed by 4 numbers?
statistics and probability questions, solve clearly and in 30 minutes for thumbs up a. How many...
statistics and probability questions, solve clearly, show steps and in 30 minutes for thumbs up vote Assume that male and female births are equally likely and that the birth of any child does not affect the probability of the gender of any other children. Find the probability of a. Exactly 4 girls in 10 births. b. At least 4 girls in 10 births. c. Exactly 8 girls in 20 births.
How many ways can the letters of the word KITCHEN be arranged? How many ways can the letters of the word KITCHEN be arranged if the letters H, E, and N must remain next to each other in the order HEN? If all arrangements of the letters of the word KITCHEN are equally likely, what is the probability that an arrangement will have the letters H, E, and N next to each other in the order HEN? How many ways...
Probability and Statistics! Will thumbs up for the correct answer 1) If you have the letters S O U N D, how many ways can you rearrange letters if O and U cannot be next to each other? 2) How many ways can you rearrange the letters in “STUDY MORE” (don’t count the space)?
math
a) How many ways you can pick one boy and one girl from 6 boys and 7 girls? b) How many 4 digit numbers greater than 3000 can be formed? c) How many ways can 3 books can be selected out of 10 books? d) How many ways can 3 books can be arranged out of 10 books? e) How many 2 letter words can we make with the letters in the word QUIZ?
For the word CHARITY, a) How many ways can we arrange all letters? b) How many ways can we select three letters? c) How many ways can we arrange three letters? d) How many ways can we arrange all the letters such that it begins with ‘CHA’?
In how many ways can the letters in the word LOLLING be arranged? 35 840 7 750 5,040
A motorcycle licence plate consists of two or three letters followed by four digits. How many licence plates can be made? A club has 18 members. In how many ways could a president, vice president, treasurer and secretary be chosen? How many ways are there to select four people from a group of nine people, without regard to order? In how many ways can 4 cards be chosen from a deck of 52, if the order in which they are...
Please do question 19 and 27. Please show all work 19) A) How many different area code 909 telephone numbers are possible? Assume that the first digit of any phone number cannot be 0 or 1. ) B) Suppose a computer requires eight characters for a password. The first three characters must be letters and the remaining five characters must be numbers. How many passwords are possible? 27) In how many ways can 8 people be arranged for a photograph...
1.How many possible orderings of letters ABCDEFG are there? 2.How many strings of length 4 can be made using the letters ABCDEFG? 3.How many subsets of size 4 are there of the letters ABCDEFG. 4.How many possible strings are there of the letters "MATTER"? 5.Consider four books: an engineering book (E), a physics book (P), a history book (H), and an Art book (A). Consider the following problem: Suppose that the library has at least six copies of each of...
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...