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13-Line Segment Constructions

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-1-<br />

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Kuta Software - Infinite Geometry<br />

<strong>Line</strong> <strong>Segment</strong> <strong>Constructions</strong><br />

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Construct a line segment congruent to each given<br />

line segment.<br />

Name___________________________________<br />

Date________________<br />

Period____<br />

Construct a line segment whose length is equal to<br />

the sum of the lengths of the given line segments.<br />

1)<br />

2)<br />

Construct a line segment whose length is equal to<br />

the difference of the lengths of the given line<br />

segments.<br />

3)<br />

Construct a line segment the given number of<br />

times longer than the given segment.<br />

4)<br />

2 times as long


-2-<br />

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Construct a line segment half as long as the given<br />

line segment.<br />

Divide each line segment into the the number of<br />

equal parts specified.<br />

5)<br />

6)<br />

3 equal parts<br />

Construct the perpendicular bisector of each.<br />

7)<br />

Locate the midpoint of each.<br />

8)


-3-<br />

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Construct a line segment perpendicular to the segment given through the point given.<br />

9) 10)<br />

11) Construct a line segment through the given point<br />

parallel to the given line segment.<br />

12)


-1-<br />

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Kuta Software - Infinite Geometry<br />

<strong>Line</strong> <strong>Segment</strong> <strong>Constructions</strong><br />

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Construct a line segment congruent to each given<br />

line segment.<br />

Name___________________________________<br />

Date________________<br />

Period____<br />

Construct a line segment whose length is equal to<br />

the sum of the lengths of the given line segments.<br />

1)<br />

2)<br />

Construct a line segment whose length is equal to<br />

the difference of the lengths of the given line<br />

segments.<br />

3)<br />

Construct a line segment the given number of<br />

times longer than the given segment.<br />

4)<br />

2 times as long


-2-<br />

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Construct a line segment half as long as the given<br />

line segment.<br />

Divide each line segment into the the number of<br />

equal parts specified.<br />

5)<br />

6)<br />

3 equal parts<br />

Construct the perpendicular bisector of each.<br />

7)<br />

Locate the midpoint of each.<br />

8)


-3-<br />

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Construct a line segment perpendicular to the segment given through the point given.<br />

9) 10)<br />

11) Construct a line segment through the given point<br />

parallel to the given line segment.<br />

12)

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