Question

what is hj?
12
not enough information
184
6

Explanation:

Step1: Analyze the triangle

In triangle \(GHJ\), angles at \(G\) and \(J\) are equal (marked with the same angle symbol). So, triangle \(GHJ\) is isosceles with \(GH = HJ\) (sides opposite equal angles are equal).

Step2: Determine the length of \(HJ\)

Given \(GH = 6\), by the property of isosceles triangles (sides opposite equal angles are equal), \(HJ = GH = 6\).

Answer:

D. 6 (assuming the red option is D, if the red option is labeled as 6, then the answer is the option with 6, e.g., if the red option is the fourth option, then "4. 6")