Question

correct incorrect At least one of the answers above is NOT correct. (1 point) Instructions: When entering a number in a blank below, always use a numeral. For instance enter "4" instead of writing "four". Use the HW3 Information Sheet for Axioms and Definitions. When referring to Axiom 2, for example, write a 2. When referring to Definition 4, for example, write d4. When referencing a hypothesis of the theorem you are try to prove, enter "h". You may find it useful that Existence Postulate is a1 Incidence Postulate is a2 Ruler Postulate is a3 Plane Separation Postulate is a4 It is almost always helpful to draw a picture! Prove the following theorem in Neutral Geometry. THEOREM: If A+B+CD+EF, ABDE, and BCEF, then AC PROOF: By definition d4 . our hypothesis A+BC implies AC = CA . Likewise hypothesis D+E+F implies DF = FD .Our hypotheses ABD E and BC EF imply by definition that AB = DE and BC = EF Putting these together we conclude AC = DF By definition h this is equivalent to AC DF. 0 Note: You can earn partial credit on this problem. Preview My Answers Submit Answers Your scores recorded

Answer 1

Fill these answers in given 8 blanks:

1st blank - d4

2nd blank - DF

3rd blank - AC

4th blank - d4

5th blank - DE

6th blank - EF

7th blank - DF

8th blank - d4