1.What is the correct reason for statement 2?
Prove: 2(w + 6) + 4 = 2w + 16
Statements Reasons
- 2(w + 6) + 4 1. Given
- (2w + 12) + 4 2. ?
- 2w + (12 + 4) 3. Associative Property
- 2w + 16 4. Addition
2.What is the correct reason for statement 2?
Prove: 4 + 3x + (x ∙ 2) = 5x + 4
Statements Reasons
- 4 + 3x + (x ∙ 2) 1. Given
- 4 + 3x + 2x 2. ?
- 4 + 5x 3. Addition
- 5x + 4 4. Commutative Property
3.What is the correct reason for statement 3?
Prove: (11m) ∙ 4 + m = 45m
Statements Reasons
- (11m) ∙ 4 + m 1. Given
- 4 ∙ (11m) + m 2. Commutative Property
- (4 ∙ 11) ∙ m + m 3. ?
- 44m + m 4. Commutative Property
- 45m 5. Addition
4.What is the correct reason for statement 5?
Prove: k + 4 + 6(1 + k) = 11k + 10
Statements Reasons
- k + 4 + 6(1 + k) 1. Given
- k + 4 + (6+ 6k) 2. Distributive Property
- k + (4 + 6) + 6k 3. Associative Property
- k + 10 + 6k 4. Addition
- k + 6k + 10 5. ?
- 7k + 10 6. Addition
5.Select the correct reasons for statements 1 and 3 to complete the proof.
Prove: 3x + 2 • x • 11 = 25x.
- 3x + 2 • x • 11 = 3x + 2 • 11 • x 1. ?
- 3x + 2 • x • 11 = 3x + 22x 2. Multiplication
- 3x + 2 • x • 11 = 25x 3. ?
1.What is the correct reason for statement 2?
Prove: 2(w + 6) + 4 = 2w + 16
Statements Reasons
Prove: 4 + 3x + (x ∙ 2) = 5x + 4
Statements Reasons
Prove: (11m) ∙ 4 + m = 45m
Statements Reasons
Prove: k + 4 + 6(1 + k) = 11k + 10
Statements Reasons
Prove: 3x + 2 • x • 11 = 25x.