Points, Lines, Rays, Angles

Draw a line like the one shown below. 1 Place points A, B, C, and D on the line so that point D is a part of line segment AC

Draw line ZR near the top of section 2. Draw lines AB and CD parallel to line ZR.

Draw a ray like the one shown below. 3 Draw another ray. Label it angle GZR.

Draw three lines as shown below. 4 Draw and label points on this diagram so the following are true: Rays BY and BZ form angle ZBY where two perpendicular lines intersect. Rays PE and PX are on the same line.

Draw three lines as shown below. 5 Label them so that the following are true. Line PW is perpendicular to line GB. Line GB intersects line JT.

Draw intersecting lines HQ and ZR. 6 Did anyone draw perpendicular intersecting lines?

7 Draw a vertical line HQ. Draw line AB so that it intersects line HQ. Draw line CD so that it is parallel to line AB

Draw a vertical line HQ. 8 Draw line AB so that it is perpendicular to line HQ. Draw line CD so that it is parallel to line AB

Draw 3 horizontal lines that are parallel to one another. 9 Label them lines AB, CD, and EF Draw line HR so that it is perpendicular to all three lines.

Draw 3 lines that are parallel to one another, but not horizontal or vertical. 10 Label them lines WR, CD, and EF

Draw 4 rays that form 1 acute angle and 1 obtuse angle. 11 Label the acute angle XYZ. Label the obtuse angle GKS.

Draw 3 lines that intersect to form a right triangle. 12 Label the triangle so that the right angle is angle ABC.