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What Is The Missing Statement In The Proof? ∠Feg ≅ ∠Hjg ∠Gfe ≅ ∠Ghj ∠Egf ≅ ∠Jgh ∠Gef ≅ ∠Jhg. What is the missing statement in the proof? So, the final proof with the missing statement included would look like this:
What is the missing statement in the proof? So, the final proof with the missing statement included would look like this: The proof that efg≌ jhg is shown.
∠feg ≅ ∠hjg ∠gfe ≅ ∠ghj ∠egf ≅ ∠jgh ∠gef ≅ ∠jhg So, the final proof with the missing statement included would look like this: Therefore, the correct missing statement is:
The first is a translation of vertex a to vertex x. The proof that efg≌ jhg is shown. This allows us to use the sas congruence criterion to conclude that.
What is the missing statement in the proof? G is the midpoint of overline hf, overline efparallel overline hj , and overline ef≌ overline hj, ∠. Triangles x y c and a b c are shown.
What is the missing statement in the proof? 7 rows the **missing statement **in the proof is ∠feg ≅ ∠hjg. Two rigid transformations are used to map δabc to δxyz.
The missing statement in the proof is that ∠ feg ≅ ∠ h j g due to the alternate interior angles theorem. A **congruence exists **when **two sides **and the included **angle **of the first.
