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James is given the diagram below and asked to prove that 2D = ZF. What
would be the missing step of the proof?
Given: DEZ FE, and Eo forms the angle bisector of LDEF
Prove, ZD - ZF
Sustements
4. DEOAFE
5,202
Reasons
Given
Definition of an angle bisector
Reflexive Property of Equality
SAS Congruency Theorem
Corresponding parts of congruent
triangles are congruent
O A EO2 20

Relax

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Martebi

The option that is a missing step of the proof of ∠D = ∠F is option C (Imaged attached) which is C, ∠DEO ≅ ∠FEO.

What is the  missing step of the proof about?

In any triangle, the angle bisector of an angle is known to be that straight line that shares the angle into two said equal or congruent angles.

Note that  ∠D = ∠F

The bisector EO is said to bisects the angle ∠DEF and an interior angle of ΔDEF.

So this implies that  the angle is divided into 2 equal angles and the option that fit into this is ∠DEO ≅ ∠FEO

So, The option that is a missing step of the proof of ∠D = ∠F is option C (Imaged attached) which is C, ∠DEO ≅ ∠FEO.

Learn more about angle bisector from

https://brainly.com/question/24334771

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