Unit 2 Geometry
Which property is illustrated? x=2, then xy=2y
Multiplication Property of Equality
A ______ is an application of deductive reasoning such that the reasoning is logically correct and undeniably true
Valid argument
The part of the conditional statement that expresses the action that will result if the conditions of the statement are met is called the ______.
conclusion
A statement in which a conclusion is true if the conditions of a particular hypothesis is called a _______ statement.
conditional
A _______ is a compound logic statement made up of two statements joined together with the word "and."
conjunction
An argument that uses written justification in the form of definitions, properties, and previously proved geometric principles to show that a conclusion is called a ________ proof.
formal
A(n) ______ proof is proof that uses algebraic properties to reach a conclusion about algebraic equation.
Algebraic
Which property is illustrated? xy=yx
Commutative property of multiplication
A(n) _____ is a statement that you conclude to be true based on logical reasoning.
Conjecture
Which property is illustrated? 5(a+b)= 5a+5b
Distributive property of equality
A _______ is an argument that uses written justification in the form of definitions, properties, postulates, and previously proved theorems and corollaries to show that a conclusion is true.
Geometric proof
The _____ is the part of a conditional statement that expresses the conditions that must be met.
Hypothesis
The process of reasoning that a rule, condition, definition, property, or statement is true because specific cases have been observed to be true is called ______ reasoning.
Inductive
Which property is illustrated? <ABC=ABC
Reflexive property of congruence
Which property is illustrated? If AB=BC, then BC=AB
Symmetric property of congruence
A series of reasons that leads to a conclusion is an _________.
argument
The ______ theorem states that "If any two angles form a linear pair, then they are supplementary."
linear pair
An argument that uses logic n the for of definitions, properties, and previously proved principles to show that a conclusion is true is called a _________.
proof