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whereas if A is true then we must show that B is true That is just what we did in the proof of Proposition 21 Most of our theorems are for all statements or there exists statements In practice, it is not usually possible to verify them directly by use of a truth table Proposition 22 The square of an odd natural number is odd Proof: We follow the paradigm laid down in the proof of the previous proposition Assume that n is odd Then n = 2k + 1 for some nonnegative integer k But then n 2 = n n = (2k + 1) (2k + 1) = 4k 2 + 4k + 1 = 2(2k 2 + 2k) + 1 We see that n 2 is 2k + 1, where k = 2k 2 + 2k In other words, according to our de nition, n 2 is odd Both of the proofs that we have presented are examples of direct proof A direct proof proceeds according to the statement being proved; for instance, if we are proving a statement about a square then we calculate that square If we are proving a statement about a sum then we calculate that sum Here are some additional examples: EXAMPLE 21 Prove that, if n is a positive integer, then the quantity n 2 + 3n + 2 is even Solution: Denote the quantity n 2 + 3n + 2 by K Observe that K = n 2 + 3n + 2 = (n + 1)(n + 2) Thus K is the product of two successive integers: n + 1 and n + 2 One of those two integers must be even So it is a multiple of 2 Therefore K itself is a multiple of 2 Hence K must be even You Try It: Prove that the cube of an odd number must be odd Proposition 23 The sum of two odd natural numbers is even Proof: Suppose that p and q are both odd natural numbers According to the de nition, we may write p = 2r + 1 and q = 2s + 1 for some nonnegative integers r and s Then p + q = (2r + 1) + (2s + 1) = 2r + 2s + 2 = 2(r + s + 1) We have realized p + q as twice the natural number r + s + 1 Therefore p + q is even.

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a client s web site whose visitors do not have Adobe Reader, they will not be able to view your document In order to accommodate web site visitors who do not have a copy of Adobe Reader, you can include a link to the Adobe Web page where visitors to the web site can download a free copy of Adobe Reader The following URL takes the viewer to the Adobe Reader: http://wwwadobe com/ products/acrobat/readstep2html

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You can post Adobe Reader on a company intranet or local network You can also distribute the Adobe Reader installation software on a CD-ROM, provided you accept the conditions of the Acrobat electronic EULA (End User License Agreement) and the Supplement to Permit Distribution When users install the Adobe Reader, they will also be prompted to accept the conditions of the EULA You cannot distribute Adobe Reader from a web site Adobe requires that any third-party web site must include a link to the Adobe Reader download page at http://wwwadobecom/ products/ acrobat/readstep2html You can include an Adobe Get Reader logo or an Adobe PDF logo, as shown in the following illustration Download both logos after you read the information contained in the Get Adobe Reader and Adobe PDF logos section at http://wwwadobecom/ products/acrobat/distributehtml

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how to display docx and pdf files in view mvc | The ASP.NET Forums
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Remark 22 If we did mathematics solely according to what sounds good, or what appeals intuitively, then we might reason as follows: if the sum of two odd natural numbers is even then it must be that the sum of two even natural numbers is odd This is incorrect For instance 4 and 6 are each even but their sum 4 + 6 = 10 is not odd Intuition de nitely plays an important role in the development of mathematics, but all assertions in mathematics must, in the end, be proved by rigorous methods EXAMPLE 22 Prove that the sum of an even integer and an odd integer is odd Solution: An even integer is divisible by 2, so may be written in the form e = 2m, where m is an integer An odd integer has remainder 1 when divided by 2, so may be written in the form o = 2k + 1, where k is an integer The sum of these is e + o = 2m + (2k + 1) = 2(m + k) + 1 Thus we see that the sum of an even and an odd integer will have remainder 1 when it is divided by 2 As a result, the sum is odd Proposition 24 The sum of two even natural numbers is even Proof: Let p = 2r and q = 2s both be even natural numbers Then p + q = 2r + 2s = 2(r + s) We have realized p + q as twice a natural number Therefore we conclude that p + q is even Proposition 25 Let n be a natural number Then either n > 6 or n < 9 Proof: If you draw a picture of a number line then you will have no trouble convincing yourself of the truth of the assertion What we want to learn here is to organize our thoughts so that we may write down a rigorous proof Our discussion of the connective or in Sec 12 will now come to our aid Fix a natural number n If n > 6 then the or statement is true and there is nothing to prove If n > 6, then the truth table teaches us that we must check that n < 9 But the statement n > 6 means that n 6 so we have n 6<9 That is what we wished to prove.

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When you initiate a browser-based review, you can upload a PDF document for review to a Web server or use an existing PDF document at a Web server as the basis for a review After choosing

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Display pdf in a div after getting it from sql | The ASP.NET Forums
Hi all I have this very simple little page where I get a pdf file from a SQL Server database and display that file on the page. Here is the code.

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