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Neither. A line of people is neither an ordered arrangement of objects nor a selection of objects from a group of objects.
Four (standard) dice (cubes with 1,2,3,4,5,6 respectively,dots on their six faces) each of a different color are tossed each landing with one of its faces up.
If you flip a coin twice, what are the chances that you will get one head and one tail (i.e. one in three, one in four, etc.)?
The Complement A of an r-subset A of {1,2...,n} is the (n-r)-subset of {1,2,...,n} consisting of all those elements that do not belong to A.
How many different 4-letter radio station call letters can be made if repeats are allowed and the first letter MUST be K?
Use the theorem below to determine the number of nonequivalent colorings of the corners of a rectangle that is not a square with the colors red and blue.
The output is an array representing the union of the two sets - again, each value appears only once.
Identify a set and elements of the set that would make up subsets from the original set.
Without writing them all out, what is the number of subsets of set A ={king, queen, knight, prince, princess, duke}?
M(m,n,S) is the notation for the set of matrices with m rows and n columns, such that each element is a member of the set S.
An automobile manufacturer produces 7 models, each available in 6 different exterior colors, with 4 different upholstery fabrics and 5 interior colors.
What is the intersection of A and B and C? What is the union of A and B and C?
Give an example of a set S such that: S is contained in P(N) N=natural #'s
As we know, a set is just a collection of objects that are similar in some way, like a gaggle of geese, pride of lions, or an army of ants.
While shopping for a new outfit, Shareen finds five dresses she likes as well as three pairs of shoes and six different handbags.
A mini license plate for a toy car must consist of three numbers followed by a letter. Each number must be a 3,6, or 9.
Describe what is meant by the intersection of two sets and give an example from the previously two created sets of their intersection.
The conjugacy classes in Sn correspond to partitions of n, and are determined by cycle structure.
Find the number of elements in A1 UNION A2 UNION A3 if there are 100 elements in A1, 1000 in A2, and 10000 in A3.
Play the game several times with another person to determine if the game is fair. Then explain to me whether the game is fair.
Construct a Venn diagram illustrating the following sets. Find n(A) for the set A = {x | x is a second in a minute}
Regarding the set of natural numbers N, answer the following questions. Is Ø a binary relation? Explain.
What should be included to describe the background of the educational classroom and the goals for counting for preschoolers?
In the multistate lottery game Powerball, there are 120,526,770 possible number combinations, only one of which is the grand prize winner.
Determine if the following two systems have the same solution set. Provide complete and step by step solution.