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16 Cards in this Set

  • Front
  • Back
Conditional Statement
an if(hypothesis) and then(conclusion) statement
Theorem
is a conditional statement that is proven with an indirect and direct proof
Syllogism
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
Definition
is an if and then statement
CONTRADICTION
use an indirect proof to prove the oppisote of the assumption
euler diagram
visual representation of the conditional statements
premises
peices of the direct proof not including the conclusion. a-->b b-->c c-->d
conclusion
then part of a conditional statement. Resulting from a sullogism or a direct proof
hypothese
the if part of a conditional statement
postulate
a statment you assume is true
converse
if a then b because if b the a
indirect proof
assuming the oppisote of what is to be proven and the converse and conclusion
iff
if and only if statment
a<->b
a->b
b->a
direct proof
an oversized syllogism
a-->b
b-->c
c-->d
a-->d
postulates
-two points determine a line
-3 non-collinear points determine a plane.
theroms
-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