Brilliant Phoenixx

Across

2. A simple polygon having at least one interior angle greater than 180°
6. Side-side-side
7. A quadrilateral with two pairs of adjacent sides that are congruent
9. A figure that is self-similar. That is, no matter how far you zoom in on the figure, the portion you look at is similar to the original figure
10. College Of ____
14. An individualized plan for developing each student ages three through twenty-one
15. The polygon's sides meet at right angles
17. Given any length and any point, a ____can be drawn with one point as its center and the length as its radius
19. Angle-side-angle
22. English as a Second Language
24. Given a line and a point, how many lines can be drawn through the point that is parallel to the first line
25. When a line intersects two other lines
26. Another name for quadrilateral
27. Intersection point of two sides and angles
29. A hendecagon is an _______-sided polygon
30. All corners lie on a single circle, called the circumcircle
31. Including more than one assessment is a safeguards of _____
32. Iconic Scientific and Mathematical Figure
34. Every single right angle is ______
35. Another word for theorems
37. Important in Problem Solving
41. Topic of Brown v. Board of Education
42. A 19-sided polygon, sometimes also called the enneakaidecagon
44. A regular polygon that can be constructed with compass and straightedge.
45. 3.14159
46. Angle ABC and angle DBE make a line, ABE. Angle ABC = 120°. What is the measure of angle DBE?
47. GeoGebra is ____ that can be used to explore geometric concepts
49. Angles whose sum is a straight angle
50. A polygon that does not cross itself
51. Type of polygon with a circuit of arcs of great circles (sides) and vertices on the surface of a sphere
53. Descartes
55. The simplest polygon which can exist in the Euclidean plane. Can tile the plane
58. Response to _____, means intensifying instruction from teacher before having a student tested for a disability
59. A 20-sided polygon
61. As indicated in “Exceptional Lives”, the term handicapped, is replaced with _____
62. Angle-angle-angle
65. 90 degree angle
67. corresponding parts of the congruent triangle are congruent
70. Theorem where the square of the Hypotenuse is equal to the sum of the squares of the other two sides
72. Type of polygon that does not lie in a flat plane, but zigzags in three (or more) dimensions
74. _________ Asinorum
76. The generalization of a polygon into four dimensions
77. A polygon with 1000 sides
79. Type of polygon where the algebraic partially ordered set represents the various elements (sides, vertices, etc.) and their connectivity
80. A geometric system attributed to an Alexandrian Greek
82. A dodecagon is a 12-sided polygon
83. The surface area of a _____ is equal to 4πr2
84. Another name for a nonagon polygon
86. The generalization of a polygon into (n) dimensions
88. Theorem That states that if AC is a diameter, then the angle at B is a right angle
89. A unit of angle measure equal to of a degree
90. A polygon that is both isogonal and isotoxal

Down

1. A property/common notion that things that coincide with one another are equal to one another
3. Dylan was diagnosed with ____and ADHD
4. An axiom that states that in a plane, through a point not on a given straight line, at most one line can be drawn that never meets the given line
5. Parent choice, student performance and credentials are three of the six principles of ______
8. Also known as the regular starpentagon
11. No angles
12. Application of principles to the design of curricular and instructional materials to provide students across a wide range of abilities and from a variety of backgrounds with access to academic content.
13. A due process that makes schools and parents accountable to each other for carrying out the student’ IDEA rights
16. A polyhedron with 20 faces
18. Six principles to improve educational outcomes for all students
19. An infinite sequence of sides and angles, which is not closed but has no ends because it extends indefinitely in both directions
20. From Late Latin polygōnum (a noun), from Greek πολύγωνον (polygōnon/polugōnon)
21. The simplest polygon such that the regular form cannot be constructed with compass, straightedge, and angle trisector
23. Nondiscriminatory evaluation is one of 6 principles of ____
28. English for Speakers of Other Languages
33. Angles whose sum is a right angle
36. Appropriate Education
38. True statements
39. All sides are tangent to an inscribed circle
40. Once you have constructed a line segment between two points, you can extend this line segment into a line. You can do this by extending either end of the segment _____in the same direction
43. Side-angle-side
45. The diagonals of a kite are_______
48. A textbook on geometry by Euclid
52. All edges are of the same length. The polygon need not be convex
54. About focusing on the individual student’s strong abilities, and improving areas of weakness
56. Evident/Worthy/Fit from the Greek axíōma (ἀξίωμα)
57. Hypotenuse of this triangle 32 + 42 = c2
60. A plan used for children and their families from birth through age two
63. Longest side of a Triangle
64. The generalization of a polygon into three dimensions
66. A seven-sided polygon
68. Number of total books in the Elements
69. Euclidean geometry has ___ fundamental types of measurements
71. A polygon with 1 million sides
73. A polygon that does cross itself
75. A triangle with all 3 sides and angles unequal
78. The surface of the wax honeycomb made by bees is an array of
81. The traditional presentation of Euclidean geometry assumes _____ logic
85. triangle with all three angles less than 90°.
87. The whole is greater than the_____