Exam 3: The Nature of Logic
Exam 1: The Nature of Problem Solving53 Questions
Exam 2: The Nature of Sets64 Questions
Exam 3: The Nature of Logic160 Questions
Exam 4: The Nature of Numeration Systems102 Questions
Exam 5: The Nature of Numbers139 Questions
Exam 6: The Nature of Algebra173 Questions
Exam 7: The Nature of Geometry139 Questions
Exam 8: The Nature of Measurement50 Questions
Exam 9: The Nature of Networks and Graph Theory76 Questions
Exam 10: The Nature of Growth57 Questions
Exam 11: The Nature of Sequences, Series, and Financial Management130 Questions
Exam 12: The Nature of Counting78 Questions
Exam 13: The Nature of Probability97 Questions
Exam 14: The Nature of Statistics82 Questions
Exam 15: The Nature of Graphs and Functions74 Questions
Exam 16: The Nature of Mathematical Systems97 Questions
Exam 17: The Nature of Voting and Apportionment52 Questions
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Fill in the blank with a symbolic statement that follows from the given statement.
Utilities, except for water and garbage, are paid by the tenant. Let
t: You are a tenant.
w: You pay water.
g: You pay garbage.
u: You pay the other utilities.


(Essay)
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I visited a beautiful flower garden yesterday and counted exactly 60 flowers. Each flower was either white or purple, and the flowers were not all the same color. My friend made the following observation: No matter which two flowers you might have picked, at least one was bound to be white. From this can you determine how many were white and how many were purple?
__________ white flower(s) and __________ purple flower(s)
(Short Answer)
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Translate the sentence into if-then form. All prime numbers greater than 2 are odd numbers.
If it is __________ then it __________.
(Multiple Choice)
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Suppose you are given 12 coins, one of which is counterfeit and weighs a little more or less than the real coins. Using a two-pan balance scale, what is the minimum number of weighings necessary to find the counterfeit coin?
__________ weighings
(Short Answer)
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Using switches, design a circuit that would find the truth values for the statement.




(Multiple Choice)
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Four boys were playing marbles; their names were Bob, Harry, Iggi, and Alice. One of the boys had 9 marbles, another had 15, and each of the other two had 12. Their ages were 3, 10, 17, and 18, but not respectively. Bob shot before Harry and Alice. Alice was older than the boy with 15 marbles. Harry had fewer than 15 marbles. Alice shot before Harry. Iggi shot after Harry. If Iggi was 10 years old, he did not have 15 marbles. Bob and Alice together had an even number of marbles. The youngest boy was not the one with 15 marbles. If Harry had 12 marbles, he wasn't the youngest. The 10-year-old shot after the 17-year-old. How old was each boy?
__________ was 3, __________ was 10, __________ was 17, __________ was 18
(Short Answer)
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Determine whether the given compound statement is a tautology. Answer yes or no.


(Short Answer)
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Translate the sentence into if-then form.
All useless life is an early death.
(Multiple Choice)
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Let p : Prices will rise ; q : Taxes will rise. Translate the following statement into symbols.
Prices will not rise, and taxes will not rise.
(Multiple Choice)
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Determine whether the argument is valid or invalid. If valid, name the type of reasoning and if invalid, determine the error in reasoning.
No students are enthusiastic.
You are a student.
Therefore, you are not enthusiastic.
(Short Answer)
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Let p: Today is Friday; q: There is homework tonight. Translate the following statement into words.
Today __________ Friday __________ there __________ homework tonight.

(Short Answer)
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