1. On the number line shown, point T has coordinate
1. Name all pairs of opposite and supplementary angles for each set
1. Megan uses the shadow of the flagpole to estimate its height. She
1. List the side lengths (segments) in order from shortest to longest
1. Linear Pair Theorem 2. Corresponding Angles Postulate 1
1. Label the line segment below XY. 2. On the line segment above
1. In the figure, square ABDC is inscribed in F. Identify the center, a
1. In the figure, square ABDC is inscribed in F. Identify the center, a
1. In the figure below, lines ℓ and m are parallel and m∠ABC = 70
1. In the diagram of right triangle ABC, AB = 4 and BC = 7. What is
1. In geometry, which of the following must be true? I. A point is
1. If two segments are congruent, then they have the same length. It
1. If two lines lie in the same plane, and are perpendicular to the
1. If this is a dilation, there is a point of dilation. Is this a dilation
1. If the bicycle wheel travels 63 in. in one complete revolution and
1. If a figure is a hexagon, then it has six sides. 2. All triangles are
1. I am a three sided polygon with congruent sides. What am I? 2. I
1. How many square units are in the greatest area that can be
1. How many lines of symmetry does a regular octagon
1. height 2. width 3. depth 4. centimeter 5. inch 6. distance
1. Give two other names for . ______ 2. Name three points that are