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Unit 2.1-2.8 Honors Geometry Definitions

Tori Kafer Math 9th grade Englisch 33 Karten

Unit 2.1-2.8 Honors Geometry Definitions

Karten in diesem Stapel (33)

  1. 1CounterexampleA specific example that shows a statement is false
  2. 2Inductive reasoningReasoning that uses a number of specific examples to arrive at a plausible generalization or prediction
  3. 3ConjectureAn educated guess based on known information
  4. 4ConjunctionA compound statement formed by joining two or more statements with the word AND
  5. 5DisjunctionA compound statement formed by joining two or more statements with the word OR
  6. 6Law of detachmentIf p->q is a true conditional and p is true then q is true
  7. 7Law of syllogismIf p->q and q->r are true conditionals the p->r is also true
  8. 8Reflexive P.O.Ea=a
  9. 9Symmetric P.O.EIf a=b, then b=a
  10. 10Transitive P.O.EIf a=b and b-c, then a=c
  11. 11Addition P.O.EIf a=b, then a+c=b+c
  12. 12Subtraction P.O.EIf a=b, then a-c=b-c
  13. 13Multiplication P.O.EIf a=b, then ac=bc
  14. 14Division P.O.EIf a=b and c=/0, then a/c=b/c
  15. 15Communitive Property of Addition/Multiplicationa+b=b+a; ab=ba
  16. 16Associative Property of Addition/Multiplication(a+b)+c=a+(b+c); (ab)c=a(bc)
  17. 17Additive Indentitya+0=0+a=a
  18. 18Multiplicative Identityax1=1xa=a
  19. 19Additive Inversea+(-a)=0
  20. 20Multiplicative Inverseax1/a=1, when a=/ 0
  21. 21Multiplicative Property of Zeroax0=0xa=0
  22. 22Distributive Property of Equalitya(b+c)=ab+ac; (a+b)c=ac+ab
  23. 23Substitution Property of EqualityIf a=b, then a may be replaced by b
  24. 24Congruent AnglesAngles are congruent iff the angles have equal measuresCongruent Angles
  25. 25Supplementary AnglesTwo angles whose measures have a sum of 180Supplementary Angles
  26. 26Complementary AnglesTwo angles whose measures have a sum of 90Complementary Angles
  27. 27Vertical AnglesTwo non-adjacent angles formed by two intersecting linesVertical Angles
  28. 28Linear PairsAdjacent angles whose nonshared sides form opposite raysLinear Pairs
  29. 29Slope Intercept formy=mx+b
  30. 30Standard formAx+By=C
  31. 31Point-Slope Formy-y1= m(x-x1)
  32. 32Parallel PostulateTwo non-vertical lines are parallel iff they have the same slope
  33. 33Perpendicular PostulateTwo non-vertical lines are perpendicular iff the product of their slope is -1(their slopes are opposite recipricals)

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Beschreibung
2.1-2.8
Erstellt von
Tori Kafer
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12
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