Mathematical Ideas, 13th Edition Test Bank

Mathematical Ideas, 13th Edition Test Bank enhances your understanding of exam topics with a detailed breakdown of key principles and solved examples.

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MULTIPLE CHOICE. Choose the one alternative that best completes the statement or answers the question.Decide whether the argument is an example of inductive or deductive reasoning.1)His last four at bats were strikeouts. Therefore, the next will bea strikeout.A)DeductiveB)InductiveAnswer:B2)Fresh fruit costs more in winter. This is January. Therefore these fresh strawberries will cost more.A)InductiveB)DeductiveAnswer:B3)Every coach knows his sport well. John Madden is a football coach. Therefore John Madden knows footballwell.A) DeductiveB) InductiveAnswer: A4) 31+31=62, 23+3=26, 37+11=48. Therefore, the sum of two prime numbers is even.A) InductiveB) DeductiveAnswer: A5) Practice makes perfect. I have practiced. Therefore, I'll be perfect.A) InductiveB) DeductiveAnswer: B6) All U.S. Presidents have come from the original 48 states. Therefore, no U.S. President can be from Alaska.A) DeductiveB) InductiveAnswer: B7) |-p|=p, therefore |-59|=59A) InductiveB) DeductiveAnswer: B8) If (-p)2=p2, then (-3)2=9A) InductiveB) DeductiveAnswer: BDetermine the most probable next term in the sequence.9) 4, 7, 10, 13, 16A) 18B) 22C) 20D) 19Answer: D10) 38, 31, 24, 17, 10A) 7B) 0C) 3D) 2Answer: C11) 486, 162, 54, 18, 6A) 1B) 2C) 23D) 3Answer: B1

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