Voc Unit 2 Geometry

1. 1A statement conclude to be true based on logical reasoning

   1. AConjecture
   2. BInductive
   3. CNegation
   4. DExpression
2. 2An example that proves a conjecture false

   1. ACounterexample
   2. BReasoning
   3. CConclusion
   4. DValid argument
3. 3The process of reasoning that a rule, condition, definition, property, or statement is true because specific cases have been observed to be true

   1. AInductive
   2. BConjecture
   3. CAlgebraic
   4. DJustification
4. 4The act of forming conclusions based on available information

   1. AReasoning
   2. BConjecture
   3. CTheorem
   4. DConditional statement
5. 5A logical statement formed by the combination of a conditional statement and its converse

   1. ABiconditional statement
   2. BConditional statement
   3. CProof
   4. DContrapositive of a conditional statement
6. 6The part of a conditional statement that expresses the action that will result if the conditions of the statement are met

   1. AConclusion
   2. BDefinition
   3. CTruth value
   4. DConjuctiom
7. 7Statement in which a conclusion is true if the conditions of a particular hypothesis are true

   1. AConditional statement
   2. BInversa of a conditional statement
   3. CGeometric property
   4. DCounterexample
8. 8Angles that have the same measure

   1. ACongruent angles
   2. BConjecture
   3. CResoning
   4. DInformal proof
9. 9A related conditional statement in which the hypothesis and the conclusion of a conditional statement have been exchanged

   1. AConverse of a conditional statement
   2. BInverse of a conditional statement
   3. CRelated of a conditional statement
   4. DContrapositive of a conditional statement
10. 10A related conditional statement resulting from the exchange and negation of both the hypothesis and conclusion of a conditional statement

    1. AContrapositive of a conditional statement
    2. BConverse of a conditional statement
    3. CInverse of a conditional statement
    4. DRelated conditional statement

11. 11A biconditional statement that is used to describe a geometric object or concep

    1. ADefinition
    2. BHypothesis
    3. CConjuntion
    4. DTruth value
12. 12The part of a conditional statement that expresses the conditions that must be met by the statement

    1. AHypothesis
    2. BConclusion
    3. CAlgebraic
    4. DReasoning
13. 13A related conditional statement resulting from the negation of the hypothesis and conclusion of a conditional statement

    1. AInverse of a conditional statement
    2. BConverse of a conditional statement
    3. CContrapositive of a conditional statement
    4. DRelated conditional statement
14. 14The negation form of any part of a conditional statement

    1. ANegation
    2. BInductive
    3. CConclusion
    4. DExpression
15. 15The Converse, inverse, and Contrapositive of a conditional statement

    1. ARelated conditional statement
    2. BContrapositive of a conditional statement
    3. CConverse of a conditional statement
    4. DInverseof of a conditional statement
16. 16The degree of truth of a conditional statement

    1. ATruth value
    2. BArgument
    3. CGeometric property
    4. DConjecture
17. 17A series of reasons that leads to a conclusion

    1. AArgument
    2. BProof
    3. CReasoning
    4. DNegation
18. 18A compound logic statement made up of two statements joined together with the word "and"; p^q

    1. AConjuction
    2. BConclusion
    3. CConditional statement
    4. DTheorem
19. 19A law of deductive reasoning that states that if a conditional statement is true and its hypothesis is true, then its conclusion will also be true; [(p-->q) ^ p]-->q

    1. ALaw of detachment
    2. BLaw of syllogism
    3. CValid argument
    4. DAlgebraic proof
20. 20An argument that uses logic in the form of definitions, properties, and previously proved principles to show that a conclusion is true

    1. AProof
    2. BFormal proof
    3. CAlgebraic proof
    4. DInformal prof
21. 21An application of deductive reasoning such that the reasoning is logically correct and undeniably true

    1. AValid argument
    2. BArgument
    3. CDefinitions
    4. DLaw of syllogism
22. 22A law of deductive reasoning that states that if two conditional statements are true, and if the conclusion of the first statement is the hypothesis of the second statement, then a conclusion; [(p-->q) ^ (q-->r)] --> (p-->r)

    1. ALaw of syllogism
    2. BLaw of detachment
    3. CProof
    4. DVamos argument
23. 23A universally accepted statement about an algebraic expression or equation that holds true in every instance in which the conditions of the property are met

    1. AAlgebraic
    2. BGeometry property
    3. CArgument
    4. DLínea pair theorem
24. 24A number, symbol, or group of numbers and/or symbols with their operations used to express some mathematical fact, quantity, or value

    1. AExpression
    2. BAlgebraic
    3. CLaw of detachment
    4. DCongruent angles
25. 25A property that compares the congruence of one geometric figure with the same or another geometric figure

    1. AGeometric property
    2. BJustification
    3. CConjuction
    4. DInductive
26. 26A proof that uses algebraic properties to reach a conclusion about an algebraic equation

    1. AAlgebraic proof
    2. BFormal proof
    3. CConditional statement
    4. DProof
27. 27An argument that uses written justification in the form of definitions, properties, and previously proved geometric principles to show that a conclusion is true

    1. AFormal proof
    2. BInformal proof
    3. CAlgebraic
    4. DNegation
28. 28An argument that uses logic without written justification to show that a conclusion is true

    1. AInformal proof
    2. BProof
    3. CInverseof of a conditional statement
29. 29The statement of the reason for each step in a proof

    1. AJustification
    2. BAlgebraic proof
    3. CTruth calue
    4. DDefinition

Description

Quiz on Voc Unit 2 Geometry , created by Maria Cervantes on 17/04/2018.

Author

Maria Cervantes

Language

English

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History

Created on 17 Apr 2018 · updated on 23 Apr 2018

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10th grade

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