Which Lines Are Parallel? Let's Find Out!
Which lines are parallel based on the given information?
A) Line a and Line b.
B) Line 1/2 and Line 3/4.
C) Line m and Line n.
D) None of the lines can be proved parallel.
Final answer: D) None of the lines can be proved parallel.
Answer:
Based on the slopes provided for Line A and Line B, they cannot be parallel as they have different slopes, one being positive and the other negative. Without further information on the other lines, we cannot determine if any lines are parallel; therefore, the answer is D) None of the lines can be proved parallel.
The question asks which lines are parallel based on the given information. Based on the data provided:
Line A has a slope of -4.7.
Line B has a slope of 12.0.
Two lines are parallel if they have the same slope. Given that Line A has a negative slope and Line B has a positive slope, and that their absolute values are not equal, they cannot be parallel. The complexities of the other lines provided are not mentioned, so conclusions about their parallelism are not possible with the information given. Thus, based on the slopes of Line A and Line B, the answer is D) None of the lines can be proved parallel.