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What additional information do you need to prove ∆ABC = ∆DEF by SAS?

A. F. E. C. B. D. What additional information do you need to prove ∆ABC = ∆DEF by SAS?. BC = EF. J. A. R. M. Is JM an altitude, a median, both or neither?. both. (triangles are congruent by SSS ). J. A. R. M. Is JM an altitude, a median, both or neither?. altitude. A. F. E.

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What additional information do you need to prove ∆ABC = ∆DEF by SAS?

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  1. A F E C B D What additional information do you need to prove ∆ABC = ∆DEF by SAS? BC = EF

  2. J A R M Is JM an altitude, a median, both or neither? both (triangles are congruent by SSS)

  3. J A R M Is JM an altitude, a median, both or neither? altitude

  4. A F E C B D What additional information do you need to prove ∆ABC = ∆DEF by AAS? <C = <F

  5. J O N L K M What additional information do you need to prove ∆JKL = ∆MNO by AAS? JL = MO OR KL = NO

  6. J A R M Is JM an altitude, a median, both or neither? both (triangles are congruent by AAS)

  7. J O N L K M What additional information do you need to prove ∆JKL = ∆MNO by AAA? Trick Question—∆s cannot be proven congruent by AAA!

  8. J P N M A H HNP ASA ∆JAM = ∆_____ by _______?

  9. J A B M JBM SAS ∆JAM = ∆_____ by _______? (reflexive prop)

  10. J A R M Is JM an altitude, a median, both or neither? median

  11. J A R M ∆JAM = ∆_____ by _______? NOT congruent!

  12. D A J Y M ∆JAM = ∆_____ by _______? DAY ASA (all radii of a circle are congruent)

  13. J A Z M JZM AAS ∆JAM = ∆_____ by _______? (reflexive prop)

  14. A F E C B D What additional information do you need to prove ∆ABC = ∆DEF by ASA? <A = <D

  15. J A R M Is JM an altitude, a median, both or neither? both

  16. J A R M Is JM an altitude, a median, both or neither? median

  17. J O N L K M What additional information do you need to prove ∆JKL = ∆MNO by ASA? JK = MN

  18. J K M A D DKM AAS ∆JAM = ∆_____ by _______? (vertical angles)

  19. J A R M Is JM an altitude, a median, both or neither? both (triangles are congruent by SAS)

  20. The best thing you can do to prepare for the proof is to re-look at the proofs from this unit—especially the ones from the past 2 nights regarding altitude and median. If you would like to come in Friday morning, I will be at school around 6:30. See you then!

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