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GEOMETRY HONORS CHAPTER 3 TEST STUDY GUIDE
1-19
Write A for always, S for sometimes, and N for never
 Complementary angles
 Consecutive interior angles
 Corresponding angles
 Vertical angles
 Bisectors of vertical angles
 Lines perpendicular to a transversal
 Bisectors of a pair of interior angles on the same side of a transversal
 Two congruent adjacent angles
 Slopes of perpendicular lines
 Two lines crossed by a transversal
 A pair of exterior angles on the same side of a transversal
 Two planes parallel to the same line
 Two lines perpendicular to the same plane
 A line oblique to a plane
 A line perpendicular to a circle
 A line perpendicular to a plane and another line parallel to the same plane
 Two lines that never intersect
20-25 Write Y for yes or N for no. Indicate whether each statement uniquely determines a plane.
26
Multiple Choice. Interpret slope in a word problem. Identify increasing slope, constant slope, or decreasing slope
from a given graph when the y-axis is the distance or the speed versus time.
27-35 Short answer or calculation problems.
 Find the slope of the perpendicular bisector of a line
 Find the slope of a line through a point parallel to another line
 Find the coordinates of the midpoint of a line segment
 Write an equation of the line with zero/undefined slope passes through a given point
 Find the value of a variable using the slope formula
 Find the distance between two parallel lines
 Find the next time to the nearest second the hands of a clock will form a right angle
 Crook problem: solve for a variable in terms of the other two variables given in the diagram
 Two same side exterior angles that are congruent
 Justify whether two lines are parallel