sheriawilright
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Which reason justifies the last step in a proof that ∆DEF ≅ ∆DAB?

Given: Line AD≅ Line ED, D is the midpoint of Line BF.

A. CPCTC
B. ASA Postulate
C. SAS Postulate
D.AAS Theorem

Which reason justifies the last step in a proof that DEF DAB Given Line AD Line ED D is the midpoint of Line BF A CPCTC B ASA Postulate C SAS Postulate DAAS The class=

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Hey there, Sheriawilright!

The correct answer should be C since we are given two sides AD is congruent to ED and D is the midpoint of Line BF meaning that BD and BF are the same. Also, it makes both lines make a vertical angle meaning they are the same. So we have two sides and an angle between, so the answer is Side Angle Side.

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Answer:

The correct answer should be C  

Step-by-step explanation:

since we are given two sides AD is congruent to ED and D is the midpoint of Line BF meaning that BD and BF are the same. Also, it makes both lines make a vertical angle meaning they are the same. So we have two sides and an angle between, so the answer is Side Angle Side.

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