Texes 115 Math 4 - 8 (Geometry) Review
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Texes 115 Math 4 - 8 (Geometry) Review
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25 Questions

1. should be = to 1/2 the unit of measure

2. the sum of measures of the interior angles of any CONVEX polygon can be found using this formula

3.
has exactly one pair of parallel sides; parallel sides referred as bases & two nonparallel sides as legs; if two legs are congruent, called isosceles ___________ (base angles & diagonals are congruent)

4. function represents the ratio of the side adjacent to the given angle to the hypotenuse

5. two angles whose measures add up to 90 degrees

6.
3-D figure with triangular faces & a polygonal base; faces meet at a point called vertex; named by shape of its base

7.
if it is 180 degrees, then it is

8.
greater than 180 degrees, but less than 360 degrees

9.
triangle in which each angle measures less than 90 degrees

10. SA = 2(s)(l) + s^2

11. 11-sided polygon

12.
movement that stretches or shrinks a figure; causes a change in size, but not in orientation

13.
changes location but not size or orientation of a figure; every point of original figure is move same distance in same direction along a straight path; informally, referred to as a glide

14. 2-dimensional representation of 3-dimensional figure that is unfolded

15.
triangle with one right angle (90 degrees)

16. function represents the ratio of the side opposite the given angle to the hypotenuse

17. A = s^2

18.
The point that is equidistant from each endpoint and thus forms two congruent segments.

19. a^2 + b^2 = c^2 with a & b being legs & c being hypotenuse

20.
triangle with no two sides nor two angles congruent

21. are the angle pairs that are on the insides of the two lines (the interior) and on the same side of the transversal

22.
movement of a figure by # of degrees around a point (called center of _________) either in clockwise or counterclockwise direction; changes location & orientation but not size

23.
3-D shape with two circular bases

24. sum of the exterior angles of any polygon

25.
parallelogram with all sides congruent; diagonals are perpendicular; diagonals bisect opposite angles

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