31 theorem whenever n is an odd integer 5n 7 is even proof suppose n is any particular but arbitrarily chosen odd integer we must show that 5n is even by definition of oddn for some integer 91799
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Answered: oof. Assume that n is an odd integer. Then n 2k + 1 for some integer k. Then %3D 7n - 5 = 7(2k+1) - 5 = 14k + 7-5 = 14k + 2 = 2(7k + 1). Since 7k + 1 is an… | bartleby
Answered: oof. Assume that n is an odd integer. Then n 2k + 1 for som…
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Question 3 - Show that any positive odd integer is of form 4q 1
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