Please help me I am having a really hard time accuracy.DIRECTIONS: Match each picture to the letter which shows how to prove that the triangles are congruer3)NOTE: Do not usevertical angles forthis image.5)6)8)9)10)11)MATCHING ITEM BA(A) SAS(B) SSS(C) ASA(D) SSS - Reflexive(E) SAS - Vertical Angles(F) SAS-Overlapping Segment(G) SAS - Reflexive(H) SAS - Alt. Int. Angles(1) ASA - Vertical Angles(J) ASA - Alt. Int. Angles(K) SAS - Reflexive & Segment(L) ASA - Alt. Int. Angles & Ove(M) ASA - Alt. Int. Angles & Re(N) Not Enough Information (on(0) Not Enough Information (or(P) Not Enough Information (om(Q) Mismatch- Vertical Angles:12)13)14)15)16)17) MATCHING ITEM BANK(A) SAS(B) SSS(C) ASA(D) SSS - Reflexive(E) SAS – Vertical Angles(F) SAS - Overlapping Segments(G) SAS - Reflexive(H) SAS - Alt. Int. Angles(1) ASA – Vertical Angles(J) ASA - Alt. Int. Angles(K) SAS - Reflexive & Segment Addition(L) ASA - Alt. Int. Angles & Overlapping(M) ASA - Alt. Int. Angles & Reflexive(N) Not Enough Information (only SS)(0) Not Enough Information (only SSA)(P) Not Enough Information (only AAA)(Q) Mismatch - Vertical Angles

To check weather the given traingle is congruent or not.

Answered: DIRECTIONS: Match each picture to the…

DIRECTIONS: Match each picture to the letter which shows how to prove that the triangles are congruer 4) NOTE: Do not use 3)- 2)- vertical angles for this image.

Elementary Geometry For College Students, 7e

7th Edition

ISBN:9781337614085

Author:Alexander, Daniel C.; Koeberlein, Geralyn M.

Publisher:Alexander, Daniel C.; Koeberlein, Geralyn M.

Chapter4: Quadrilaterals

Section4.3: The Rectangle, Square, And Rhombus

Problem 42E: a Argue that the midpoint of the hypotenuse of a right triangle is equidistant from the three...

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