Is there a one-to-one correspondence between the natural numbers {1,2,3,...} and the natural numbers that are divisible

Fantastic news! We've Found the answer you've been seeking!

Question:

Is there a one-to-one correspondence between the natural numbers {1,2,3,...} and the natural numbers that are divisible by seven {0,7,14,21,28,...}? If so, illustrate the correspondence. If not, explain why there cannot be one.

Related Book For answer-question

Java Concepts Late Objects

ISBN: 9781119186717

3rd Edition

Authors: Cay S. Horstmann

See More Books

Posted Date: Apr 02, 2024 04:10 AM

See More Questions

(i) Write down the linear program relaxation for the vertex cover problem and solve the linear program. [6 marks] (ii) Based on the solution of the linear program in (b)(i), derive an integer...
A seismic probe bores itself into the seabed, going as deep as it can before running out of fuel. This takes about five minutes. It rotates its spiral drill head at rate R(t) that follows a...
(a) Sets containing integers can be represented as int list values. Consider two such representations called unordered and ordered. In the former elements can appear in any order; in the latter...
Adam Kleen Enterprise (AKE) was initially set up as a convenient shop selling laundry related items by Adam Bollan. Despite having good results in the national-level examination and was even offered...
a. What are some types of real options? b. What are five possible procedures for analyzing a real option? c. Tropical Sweets is considering a project that will cost $70 million and will generate...
During the month of June, Danielle's Boutique had cash sales of R$265,000 and credit sales of R$153,700, both of which include the 6% sales tax that must be remitted to the government by July 15....
What is a virus? How do viruses reproduce?
1. Does the service characteristic of intangibility change once a service is placed on the web? Please explain. How can a service provider tangibilize their service on the web? 2. Does the service...
Describe and contrast obduction with subduction. Cite an example of each. What is chalk? In what Mesozoic geologic period was it particularly abundant? What is the relationship between chalk and...
QUESTION 25 A{n} is charged by some funds to maintain low balance accounts. continent deferred sales charge redemption fee exchange charge account maintenance fee QUESTION 26 The goal of funds is to...
answer the following questions based on the article in complete sentences,...
Your company has arranged a revolving credit agreement for up to $78 million at an interest rate of 1.47 percent per quarter. The agreement also requires your company to maintain a compensating...
Defined Contribution (D.C) Pension Plans require: the employer contribute a specific amount to the DC plan each year an actuary complete a valuation of the plan every 3 years the employer guarantee...
What are the molecular mechanisms underlying the initiation and progression of meiosis, including the regulation of meiotic entry, DNA replication, homologous chromosome pairing, synapsis, and...
How do halogens work? Give examples.
How do Christians define truth? What are other ways that truth is defined? O read postwar and American postcolonial literature. Read about Camus and read the guest. Submit a summary of the literature...
A summary of changes in Pen Corporation's Investment in Sam account from January 1, 2011, to December 31, 2013, follows (in thousands): ADDITIONAL INFORMATION 1. Pen acquired its 80 percent interest...
Solve Exercise 1.22 using the concept of the transfer function. Exercise 1.22 Compute the inverse Fourier transform of \[X\left(\mathrm{e}^{\mathrm{j} \omega} ight)=\frac{1}{1-\mathrm{e}^{-\mathrm{j}...
We define the even and odd parts of a complex sequence $x(n)$ as \[\mathcal{E}\{x(n)\}=\frac{x(n)+x^{*}(-n)}{2} \quad \text { and } \quad \mathcal{O}\{x(n)\}=\frac{x(n)-x^{*}(-n)}{2}\]...
Repeat Exercise 3.9 for the case of two complex antisymmetric sequences. Exercise 3.9 Show how to compute the DFT of two even complex length- $N$ sequences performing only one length $N$...

Is there a one-to-one correspondence between the natural numbers {1,2,3,...} and the natural numbers that are divisible

Question:

Expert Answer:

There is a onetoone correspondence between the natural ... View the full answer

Java Concepts Late Objects

Students also viewed these mathematics questions