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Test Bank for Discovering Mathematics, A Quantitative Reasoning Approach, 2nd Edition Aufmann (All Chapters included) $29.49
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Test Bank for Discovering Mathematics, A Quantitative Reasoning Approach, 2nd Edition Aufmann (All Chapters included)
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Complete Test Bank for Discovering Mathematics, A Quantitative Reasoning Approach, 2nd Edition by Richard N. Aufmann ; ISBN13: 9780357760031....(Full Chapters included Chapter 1 to 11)...1. An Introduction to Problem Solving. 2. Sets and Logic. 3. Proportions and Variation. 4. Managing Your Fina...

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  • July 3, 2024
  • 314
  • 2023/2024
  • Exam (elaborations)
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  • Math 120
  • Math 120

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TEST BANK




Discovering Mathematics, A Quantitative
Reasoning Approach, 2nd Edition by
Richard N. Aufmann




Complete Chapters Test Bank
are included (Ch 1 to 11)




** Immediate Download
** Swift Response
** All Chapters included

,Name: Class: Date:

Chapter 01 2e Aufmann

Enter the appropriate value to answer the question or solve the problem.
1. What is the missing number in the sequence below?

, , , ? , , ...




2. In a chess tournament, each player played a game in the first round. The losers dropped out. This process
continued until a winner was declared. The winner of the tournament played 12 games. How many people were
in the tournament?​




3. Use inductive reasoning to predict the most probable next letter in the list. . . . , H, I, M, N, R, S, . . .




Indicate the answer choice that best completes the statement or answers the question.
4. Which of the equalities is incorrect?

a.
b.
c.
d. All equalities are correct.

5. Use deductive reasoning to determine the number that will always be produced from the following procedure.
Pick a number. Add 2 to the number and multiply the sum by 3. Subtract 4 and then decrease this difference by
3 times the original number.

a. Let n be the original number

(add 2)
Page 1

,Name: Class: Date:

Chapter 01 2e Aufmann

(multiply by 3)
(substract 4)
(decrease by 3 times original number)
(final number)



b. Let n be the original number

(add 2)
(multiply by 3)
(substract 4)
(decrease by 3 times original number)
(final number)

c. Let n be the original number

(add 2)
(multiply by 3)
(substract 4)
(decrease by 3 times original number)
(final number)

d. Let n be the original number

(add 2)
(multiply by 3)
(substract 4)
(decrease by 3 times original number)
(final number)

e. Let n be the original number

(add 2)
(multiply by 3)
(substract 4)
(decrease by 3 times original number)
(final number)




Page 2

, Name: Class: Date:

Chapter 01 2e Aufmann

6. A number is divisible by 6 if the sum of the digits of the number is divisible by 3 and the number is even. Which
statement is correct about the conclusion that can be made?

a. Deductive reasoning can be used to determine that 156,120 is divisible by 6.
b. Inductive reasoning can be used to determine that 156,120 is not divisible by 6.
c. Inductive reasoning can be used to determine that 156,120 is divisible by 6.
d. Deductive reasoning can be used to determine that 156,120 is not divisible by 6.

7. The pie chart shows clothes sales of an online store. Which of the following statements is correct?




a. Trouser sales are the largest.
b. Dress and skirt sales are about the same.
c. Accessory sales are the smallest.
d. All statements are correct.




Page 3

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