Chapter 3 Flashcards

1
Q

The type of reasoning that uses specific examples to reach a general conclusion of something

A

Inductive Reasoning

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2
Q

The conclusion formed by using inductive reasoning

A

conjecture

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3
Q

an idea that may or may not be correct

A

Conjecture

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4
Q

method if disproving a statement is to give

A

counterexample

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5
Q

type of reasoning that uses general procedures and principles to reach a conclusion

A

Deductive reasoning

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6
Q

process of reaching a general conclusion by applying general assumptions, procedures, or principles

A

Deductive Reasoning

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7
Q

ordered list of numbers

A

sequence

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8
Q

in what year did Jacques Binet found the formula for the nth fibonacci number

A

1543

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9
Q

who invented the pascal triangle

A

Blaise Pascal

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10
Q

puzzle consisting of 3 pegs and a number of disks of distinct diameters

A

Tower of Hanoi

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11
Q

Who invented Tower of Hanoi and When

A

Edouard Lucas in 1883

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12
Q

a recent mathematician who outlined a strategy for solving problems from virtually any discipline

A

George Polya

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13
Q

father of problem solving

A

George Polya

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14
Q

Polya’s 4 step Problem-Solving Strategy

A

1.) Understand the Problem
2.) Devise a plan
3.)Carry out the plan
4.) Review the solution

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