Question

1
drag each label to the correct location on the image. not all labels will be used
match each figure with the label that best describes it.
\\( \overline { a c } \perp \overline { d b } \\) \\( \overline { h i } \parallel \overline { e g } \\) \\( \overline { a c } \parallel \overline { d b } \\) \\( \overleftrightarrow { h i } \parallel \overleftrightarrow { e g } \\) \\( \overleftrightarrow { h i } \perp \overleftrightarrow { e g } \\) \\( \angle f k j \\)
\\( \overleftrightarrow { a c } \perp \overleftrightarrow { d b } \\) \\( \angle k f j \\)

Explanation:

Step1: Analyze the first figure (the two horizontal lines)

The first figure shows two parallel lines. The notation for parallel lines with arrows (indicating they are lines) is \(\overleftrightarrow{HI}\parallel\overleftrightarrow{EG}\).

Step2: Analyze the second figure (the angle at F)

The second figure is an angle. The notation for an angle is \(\angle KFJ\).

Step3: Analyze the third figure (the perpendicular lines)

The third figure shows two perpendicular lines. The notation for perpendicular lines (with segments) is \(\overline{AC}\perp\overline{DB}\).

Answer:

For the two - parallel - line figure: \(\overleftrightarrow{HI}\parallel\overleftrightarrow{EG}\)
For the angle figure: \(\angle KFJ\)
For the perpendicular - line figure: \(\overline{AC}\perp\overline{DB}\)