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Which segment is opposite to 
/_J ?
Answer

bar(NJ)

bar(NL)

bar(LJ)
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Which segment is opposite to J \angle J ?\newlineAnswer\newlineNJ \overline{N J} \newlineNL \overline{N L} \newlineLJ \overline{L J} \newlineSubmit Answer

Full solution

Q. Which segment is opposite to J \angle J ?\newlineAnswer\newlineNJ \overline{N J} \newlineNL \overline{N L} \newlineLJ \overline{L J} \newlineSubmit Answer
  1. Identify Triangle and Vertices: Identify the triangle and the vertices involved. In a triangle, the side opposite to an angle is the one that does not touch that angle. Here, angle JJ is mentioned, so we need to find the side opposite to it.
  2. Determine Connected Sides: Determine the sides connected to angle JJ. If angle JJ is at vertex JJ, the sides touching JJ are NJNJ and LJLJ. Therefore, the side opposite to angle JJ must be the one that does not include vertex JJ.
  3. Identify Side Opposite: Identify the side opposite to angle JJ. The side that does not include vertex JJ is NLNL. So, segment NLNL is opposite to angle JJ.

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