Geometry Honors Chapter Two Lessons 1 & 2

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10 Terms

1
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Inductive Reasoning
a process of looking at a pattern and drawing a conclusion from that pattern
a process of looking at a pattern and drawing a conclusion from that pattern
2
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Conjecture
our conclusion that we come to after observing patterns
our conclusion that we come to after observing patterns
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Counter Example
proves a conjecture false
proves a conjecture false
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Goldbach's Conjecture
every integer greater than two can be expressed as the sum of two prime numbers
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Statement
a sentence that is either true or false
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Negation
the negation of a statement will have the opposite truth value of the statement
the negation of a statement will have the opposite truth value of the statement
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universal quantifier
∀ "for all" "every"
∀ "for all" "every"
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existential quantifier
∃ "there exists" "some" "One or more"
∃ "there exists" "some" "One or more"
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conjunction
a compound statement formed by combining two statements with the word "and" (∧)
a compound statement formed by combining two statements with the word "and" (∧)
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disjuntion
a compound statement formed by joining two statements with the word "or" (V)
a compound statement formed by joining two statements with the word "or" (V)