Question

question 7:

2 segments that are parallel

to (overline{dc}).
(overline{}) and (overline{})

a segment that is parallel

to (overline{fg}).
(overline{})

2 segments that are parallel to (overline{dh}).

Explanation:

Step1: Analyze the figure for parallel segments to \(\overline{DC}\)

In the given figure, by observing the shape and structure (assuming it's a prism - like structure where opposite sides of the parallelogram - like faces are parallel), \(\overline{AB}\) and \(\overline{HG}\) are parallel to \(\overline{DC}\).

Step2: Analyze the figure for parallel segments to \(\overline{FG}\)

By looking at the vertical segments (assuming the figure has vertical parallelism in some parts), \(\overline{BC}\) (or \(\overline{AE}\)) is parallel to \(\overline{FG}\).

Step3: Analyze the figure for parallel segments to \(\overline{DH}\)

By observing the lateral parallelism (assuming the figure has such properties), \(\overline{CG}\) (or \(\overline{AE}\)) is parallel to \(\overline{DH}\).

Answer:

• 2 segments parallel to \(\overline{DC}\): \(\overline{AB}\) and \(\overline{HG}\)
• 1 segment parallel to \(\overline{FG}\): \(\overline{BC}\) (or \(\overline{AE}\))
• 2 segments parallel to \(\overline{DH}\): \(\overline{CG}\) (or \(\overline{AE}\))