What's More Activity 1: Justify Me! A. Determine whether each pair of lines ₁ and ₂ are parallel or not and justify your answer. 13 1. 2. W 95° 100° 120° 100° 1₂ ·13 + 13 4₁ 3. 12. 4. he 124 56° 78° 130% 130% 13
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What's More Activity 1: Justify Me! A. Determine whether each pair of lines ₁ and ₂ are parallel or not and justify your answer. 13 1. 2. W 95° 100° 120° 100° 1₂ ·13 + 13 4₁ 3. 12. 4. he 124 56° 78° 130% 130% 13
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Answer:
In summary:
- Lines ₁ and ₂ are not parallel.
- Lines 4₁ and 4₂ are not parallel.
- Lines 12 and 13 are not parallel.
- The parallelism of lines 4 and he cannot be determined without more specific information.
Step-by-step explanation:
To determine whether each pair of lines is parallel or not, we need to compare the corresponding angles of the two lines. If the corresponding angles are congruent (equal), then the lines are parallel.
Let's analyze each pair of lines:
1. Lines ₁ and ₂: The corresponding angles are 95° and 100°. Since the corresponding angles are not equal, lines ₁ and ₂ are not parallel.
2. Lines 4₁ and 4₂: The corresponding angles are 120° and 100°. Since the corresponding angles are not equal, lines 4₁ and 4₂ are not parallel.
3. Lines 12 and 13: The corresponding angles are 56° and 78°. Since the corresponding angles are not equal, lines 12 and 13 are not parallel.
4. Lines 4 and he: There seems to be a formatting issue in the given information, as it is unclear which angles correspond to lines 4 and he. Without the specific angles, we cannot determine if the lines are parallel or not.