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16 Cards in this Set
- Front
- Back
Conditional Statement
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an if(hypothesis) and then(conclusion) statement
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Theorem
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is a conditional statement that is proven with an indirect and direct proof
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Syllogism
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takes 2 conditional statements and concluldes with the third. The conclusion is the hypothese of the other
a-->b b-->c c-->d a-->d |
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Definition
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is an if and then statement
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CONTRADICTION
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use an indirect proof to prove the oppisote of the assumption
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euler diagram
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visual representation of the conditional statements
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premises
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peices of the direct proof not including the conclusion. a-->b b-->c c-->d
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conclusion
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then part of a conditional statement. Resulting from a sullogism or a direct proof
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hypothese
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the if part of a conditional statement
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postulate
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a statment you assume is true
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converse
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if a then b because if b the a
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indirect proof
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assuming the oppisote of what is to be proven and the converse and conclusion
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iff
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if and only if statment
a<->b a->b b->a |
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direct proof
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an oversized syllogism
a-->b b-->c c-->d a-->d |
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postulates
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-two points determine a line
-3 non-collinear points determine a plane. |
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theroms
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-the square of the hyptenuse of a right triangle is equal to the sum of the squares of the other two sides
-the sum of the angles of a triangle is 180 -if the diameter of a circle is, its circumference is nd -if the radius of a circle is r its area is nr2 |