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isaiahh223gLv4
3 May 2022
Given: Point B is the midpoint of segment AC, AB = 2(x-6), and BC = x
2
Prove: x=8
Statement: Reason:
1. B is the midpoint 1 Given of segment AC
2. AB = BC 2. Definition of Midpoint
3. AB=2(x-6) 3. Given
4. BC=x
2 4. Given
5. 2(x-6) = x+2 5. Substitution
6. 4(x-6) = x 6. [ ? ]
7. 4x-24 = x 7. Distributive Property
8. 4x = x+24 8.
9. 3x = 24 9. Subtraction Property of Equality
10. x = 8 10. Division Property of Equality
Select the reason that best supports Statement 6 in the given proof.
A. Subtraction Property of Equality
B. Addition Property of Equality
C. Multiplication Property of Equality
D. Division Property of Equality
Given: Point B is the midpoint of segment AC, AB = 2(x-6), and BC = x
2
Prove: x=8
Statement: Reason:
1. B is the midpoint 1 Given of segment AC
2. AB = BC 2. Definition of Midpoint
3. AB=2(x-6) 3. Given
4. BC=x
2 4. Given
5. 2(x-6) = x+2 5. Substitution
6. 4(x-6) = x 6. [ ? ]
7. 4x-24 = x 7. Distributive Property
8. 4x = x+24 8.
9. 3x = 24 9. Subtraction Property of Equality
10. x = 8 10. Division Property of Equality
Select the reason that best supports Statement 6 in the given proof.
A. Subtraction Property of Equality
B. Addition Property of Equality
C. Multiplication Property of Equality
D. Division Property of Equality
christopherc63Lv10
10 Nov 2022
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