Given: Triangle ABC is isosceles. Point D is the midpoint of AC.
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Mathematics, 24.11.2020 21:10, shyannmcmahon29991
Triangle ABC is shown
с
Given: Triangle ABC is isosceles. Point D is the midpoint of AC.
Prove: BAC = BCA
Place reasons in the table to complete the proof.
Reasons
1. Given
Statements
1. Triangle ABC is isosceles.
D is the midpoint of AC
2. 2. ADDC
3 3 BA = BC
2. Definition of midpoint
3. Definition of isosceles triangle
4. A single line segment can be drawn between
any two points
5.
4. 4. BD exists
5. 5. BD BD
6. 6. AABD
shyap
6
7.7 /BAC/BCA
7
Symmetric
Reflexive
AA
![answer](/tpl/images/cats/otvet.png)
Answers: 1
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Triangle ABC is shown
с
Given: Triangle ABC is isosceles. Point D is the midpoint of AC.
Given: Triangle ABC is isosceles. Point D is the midpoint of AC.
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