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Stevewh, Bachelor's Degree

Category: Calculus and Above

Satisfied Customers: 7600

Experience: I teach Calculus and Probability in an University since 1994

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hey steve its eva can you help me on homework #theorem31,problems

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hey steve its eva can you help me on homework #theorem31,problems 33,34,35 exlpain, show work and verify your answer is correct, use truth table if needed, show defintion if needed,or used Quantiﬁcation Notation 29. • If X is a set and t is an element, we write t 2X to mean that t is an element of X. • The symbol 8 means “For all,” and the symbol 9 means “There exists.” • The symbol3 means “such that.” • The empty set is written /0, or sometimes {}. Notice that the set {0} is not the empty set. It is the set containing the single element 0 (zero). Theorem 31. For all integers n, x, and y, if n|x, then n|(xy). For each of the statements in Problems 33 to 37, (i) Unpack the statement into words, (ii) Find the negation of the statement, (iii) State whether the original statement or its negation is true, (iv) Prove the statement you asserted to be true. Problem 33. 8n2 N,n 2 !5 Problem 34. 9n2 N 3n 2 (1=0 Problem 35. 8m,n2Z32|m^2|n =) 2|(m+n) if possible before monady 9,2013 at 6pm

hey steve i am senting an image of the problems33,34,35,and thoeroem 31 cause the symbols came out different when i put them on justanswer, is it okif i use hotmail to sent you the picture of the homework problems?

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