Question

Look at the rhombus ABCD.




Maddox made the following table to prove that diagonal AC of rhombus ABCD bisects its angles.

Answer 1

Maddox made the following table to prove that diagonal AC of rhombus ABCD bisects its angles.

Statements

Justifications

1.ABCD is a Rhombus

1.Given

2. AB = BC = CD = DA

2. CPCTC

3. AC = AC

3.reflexive property

4. Triangle ABC is congruent to triangle ACD

4. SSS postulate

5. Angle BAC = angle DAC, angle BCA = angle DCA

5. definition of rhombus



Which two justifications did Maddox interchange while making the table?

Justification 2 and Justification 3

Justification 4 and Justification 5

Justification 3 and Justification 4

Justification 2 and Justification 5

Answer 2

http://learn.flvs.net/webdav/assessment_images/educator_geometry_v14/pool_Geom_3641_1000_Subtest_04_16/image0044e8c7051.jpg

Answer 3

I think it is the last one.

Answer 4

Thank you, everyone.