Ex: what about Finite in Finite in tersection or of Partition of [a,b]

Q: How many compositions of n are there into k parts of size at least 3?

A: How many compositions of n are there into k parts of size at least 3?

Q: &2/ suppost se =20, 1} and c={208{ fie ld =20,18 and e= Enumerate the class of all 6- Containing C…

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Q: 2. Finite subsets of Rd are closed. Gap to fill in

A: Given statement is Finite subsets of ℝd are closed.

Q: Show that = n. mnZ

A: mZ = set of all integers which are divisible by m mnZ = set of all integers which are divisible by…

Q: 10. Show that if ACB, then rank(A) € rank (B).

A: Please find the answer in next step

Q: A 6-volume encyclopedia is to be placed on a shelf. How many incorrect arrangements are there?

A: Note- Since you have posted multiple questions, as per our guidelines we are supposed to answer only…

Q: umber summary for the follc 22 48 79 78 ammary is order. Type integers or decir

A: Given : The given data is 2, 8, 13, 22, 40, 48, 70, 74, 77, 78, 79, 81

Q: A secant segment consists of an external secant segment and an internal secant segment. O True O…

A: The given statement is: The secant segment consists of an external secant segment and an internal…

Q: find a way to partition N into not two but infinitely many subsets with each subset containing…

A: All the natural numbers can be written in prime factorization form. The natural numbers are the set…

Q: Decide whether the following not proposition îs true ; " There exists no positive întegers ^ Such…

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Q: What is a removable discontinuity? Give an example?

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Q: A(n) _______ is an ordered arrangement ofr objects chosen from n objects.

A: We fill the blank space as

Q: (2) in in out Rule 25 Multiply by 5 4 30 out 2]

A: By definition, a function is a special case of a relation between the members of two sets. It is a…

Q: If In elnx - = In (x – 4) = In2, then x %3D

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Q: Theorem 3: Ifconverges to l, ther any subsequence ofalso comverges to l.

A: We have given that sn converges to l. Let snk be any subsequence of sn. We need to prove that snk…

Q: Is there a formula to find the number of partitions in a set with n-elements?

A: Bell numbers, Bn, gives the number of partitions of a set with n elements It counts the number of…

Q: give examples to show “classification” and “seriation” are pre number concepts.

A: Here, we will understand the concepts one by one with examples, See in step2 for details answer,

Q: A(n) _____ is a collection of items called elements

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Q: Show that for all n:  ceil(n) = -floor(-n)

A: In the given question we have to prove that ceil(n)=-floor(-n) That is…

Q: a. Used by competitors o. That does not currently exist in a organized form :. That already exists…

A: Secondary data is known as the data that are collected through public sources, i.e., census,…

Q: Suppose ACB and BCC. Show that = {A, B-A, C-B} is a partition of C.

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Q: Give two reasons why the set of odd integers under addition is not agroup.

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Q: Compute the sum of all integers between 40 and 100 that are exactly divisible by 3.

A: Compute the sum of all integers between 40 and 100 that are exactly divisible by 3.

Q: É(3k – 1) k= 1

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Q: On the set A={a,b,c,d} the table gives the folowing operation: (picture) Is (M,o) semigroup?

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Q: Let [A1, A2. [B1, B2, C1, C2 be 3 married couples who attended a concert in Windhoek. a) In how many…

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Q: - an hen n is integel

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Q: 2. Is there an element of order 6 in S4? Explain.

A: 2) Firstly write the decomposition of 4 in all the possible ways S4 can have elements of order of…

Q: find the sum of all even intergers less than 1000 that are exactly divisible by 7

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Q: Show that the number of partitions of n in which odd parts are not repeated but even parts can occur…

A: Let n=4 Then number of partitions of n=4 in which odd parts are not repeated but even parts can…

Q: { n ∣ n ∈ N and 405 < n ≤ 437} H has --------  subsets. H has--------  proper subse

A: It is given that ,  H=n|n ∈N and 405 &lt; n ≤437we have to find , H has ................. subsets.H…

Q: 7. Suppose you have 15 CDs from which you choose 6 CDs to put in the CD player in your car. If you…

A: As per guidelines expert have to answer first question only dear student please upload other…

Q: partition of Z into four subsets.

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Q: compute the sum of all integers between 60 and 110 that are exactly divisible by 7

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Q: Suppose that there are 27 students in discrete mathematics class. Show that the class must have at…

A: Here we solve this question by contradiction.

Q: 1. How many ways can you choose 4 numbers from the set p = {4, 6, 8, 10, 12} or 3 numbers from the…

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Q: how many positive intergers less than 1150 are multiples of 8, 5, 3. using the principles of…

A: Floor Function: The floor function , also called the greatest integer function or integer value,…

Q: 3. Find the number of subsets for set containing 3 elements.

A: Given set  containing 3 element

Q: How many integers, greater than or equal to10000 but less than or equal to 39999, can be formed with…

A: Note: Hi there! Thank you for posting the question. As your question has more than 3 parts, we have…

Q: how many distinct proper subsets are in N={10,49,70,19,37,56,26}

A: Assume two sets. Set A and Set B.Set A is the proper subset of set B if or only when set B contains…

Q: what about Fini'te in Finite or in tersection of Par tition of [a,b] Did it is 1 gais partition not…

A: A partition P of Z is a set of non empty subsets of Z such that every element p in P is in exactly…

Q: 4. How many positive natural numbers less than 1000 are neither divisible by 3 nor 5 nor 7 nor 11.

A: Let U={1,2,3,...1000} n(U)=1000 A={a∈U/ x is divisible by 3}A={3,6,9. . .…

Q: Find the number of subsets of the set (1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11} having 4 elements. * 340…

A: Find the number of subsets of the set 1,2,3,4,5,6,7,8,9,10,11 having 4 elements

Q: How many distinct proper subsets are there of the set N = {4, 49, 63, 12, 36, 55}?

A: A proper subset is subset which is not the whole set itself.    There are 2n subsets of a set where…

Q: Prove that the number of partitions of n into exactly k parts is equal to the number of partitions…

A: Each partitioning can be drawn out in the following manner: draw a column of xs that represents the…

Q: Show that                                n                    n                     (            )…

A: To interpret (hence prove) the given equality of the two binomial coefficients, using set theory

Q: use Simpsons rule to approximate Take n=6 and h=1

A: To approximate the value of the integral  ∫−221−3xdx Using Simpson's rule with h=1 and n=6.

Q: Show that 1 (N, <) is well-ordered. 1 2 (Z, <) is not well-ordered. 3 (R, <) is not well-ordered.

A: Please send questions as different questions. We cannot do more than 3 at a time.   A relation ≤ on…

Q: what are infinite subsets?

A: First understand, what is an infinite set?