Nicole W.

asked • 04/10/21

Give al the statement plz

Given: AB≅BC 

D is the midpoint of AC.

Prove: BD bisects ∠ABC


all given are used in step 1

Mark M.

Are A, B, and C collinear? If so B is the midpoint and not D.
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04/10/21

Nicole W.

ABC is a whole triangle , BD has a line in the middle
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04/10/21

Brenda D.

tutor
Do you have a diagram? For example does your triangle show that BD is a straight line from the vertex of angle B to opposite side at point D that it divides the angle into two angles? You say D is the midpoint so some ratios should apply, again a diagram would help.
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04/11/21

Barry D.

tutor
1. AB congruent to BC - given 1. D is midpoint of AC - given 2. AD congruent to CD - definition of midpoint 3. BD congruent to BD - reflexive property 4. Triangle ABD congruent to triangle BDC - SSS 5. Angle ABD congruent to angle CBD - CPCTC 6. BD bisects angle ABC - definition of angle bisector
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04/11/21

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