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FOR MORE CLASSES VISIT<br>www.tutorialoutlet.com<br><br><br>1. Book problem #1: Prove that the product of any two odd integers is always an odd integer. 2. Book Problem #3: Construct a direct proof that for positive integers, if a|b and b|c, then a|c. 3. Book Problem #6: Disprove each of the following:<br>2<br>a. n n 41 is prime for every positive integer n.<br>b. The product of any two irrational numbers is irrational.<br>c. The product of any rational number and any irrational number is irrational.<br>
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Any two odd integersPerfect Education/tutorialoutletdotcom FOR MORE CLASSES VISIT WWW.TUTORIALOUTLET.COM
Any two odd integersPerfect Education/tutorialoutletdotcom Book problem #1: Prove that the product of any two odd integers is always an odd integer. Book Problem #3: Construct a direct proof FOR MORE CLASSES VISIT www.tutorialoutlet.com 1. Book problem #1: Prove that the product of any two odd integers is always an odd integer. 2. Book Problem #3: Construct a direct proof that for positive integers, if a|b and b|c, then a|c. 3. Book Problem #6: Disprove each of the following: 2 a. n +n+ 41 is prime for every positive integer n. b. The product of any two irrational numbers is irrational.
Any two odd integersPerfect Education/tutorialoutletdotcom Product A Product B Feature 1 Feature 2 Feature 3 • Feature 1 • Feature 2 • Feature 3