Questions: Consider the lines that contain the segments in the figure and the planes that contain the faces of the figure. Choose the pairs of skew lines. EF and FG BC and CD CD and BG EF and AH

Consider the lines that contain the segments in the figure and the planes that contain the faces of the figure. Choose the pairs of skew lines. EF and FG BC and CD CD and BG EF and AH
Transcript text: Consider the lines that contain the segments in the figure and the planes that contain the faces of the figure. Choose the pairs of skew lines. $\square$ EF and FG $\square$ BC and CD $\square$ CD and BG $\square$ EF and AH
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Solution

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Solution Steps

Step 1: Understand the Problem

The problem asks to identify pairs of skew lines from a given figure. Skew lines are lines that do not intersect and are not parallel.

Step 2: Analyze the Figure

Examine the figure to identify the lines and their spatial relationships. Determine which lines do not intersect and are not parallel.

Step 3: Identify Skew Lines

From the given options:

  • AB and EF
  • EF and FG
  • CD and BC
  • EF and AH

Final Answer

The pair of skew lines is EF and AH.

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