QQuestionMathematics
QuestionMathematics
# SUEMIT
## Question 3 of 10
Multiple Choice: Please select the best answer and click "submit."
If $\overline{J R} \perp \overline{L M}$, which statement is true?
O A. $\overline{J R}$ and $\overline{L M}$ meet at a straight angle.
O B. $\overline{J R}$ and $\overline{L M}$ meet at a right angle.
O C. $\overline{J R}$ and $\overline{L M}$ are not in the same plane.
O D. $\overline{J R}$ and $\overline{L M}$ are coplanar and do not intersect.
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Answer
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Step 1:: Understand the problem
We need to determine the correct statement describing the relationship between $\overline{JR}$ and $\overline{LM}$.
Step 2:: Analyze the given information
Since $\overline{JR} \perp \overline{LM}$, we know that they form a right angle where they intersect.
This is because perpendicular lines are lines that intersect at a 90 -degree angle.
Step 3:: Eliminate incorrect options
Option C is incorrect because perpendicular lines are in the same plane. Option D is also incorrect because perpendicular lines intersect.
Step 4:: Identify the correct answer
From Step 2, we know that $\overline{JR}$ and $\overline{LM}$ meet at a right angle.
Therefore, option B is the correct answer.
Final Answer
The correct answer is option B: $\overline{JR}$ and $\overline{LM}$ meet at a right angle.
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