Across |
1. | Figures that are the same size but not the same exact shape. |
2. | A line intersecting two or more lines. |
5. | An Example of this would be a(n) 180 degree rotation. |
6. | A equation that is not true for any value of the variable. |
8. | An equation that requires more than just one step to solve it. |
10. | An equation that is true for all values of the variable. |
14. | Sides that have the same relative positions in geometric figures. |
16. | Angels at the same location at each intersection. |
19. | When you can keep the exponents the same and multiply the bases. |
20. | An equation that contains only one answer when you solve it. |
21. | Two lines on a highway is an example of this. |
23. | A Transformation that changes the size of a figure but not the shape. |
24. | Angles on the same side of the third line and are outside the other two lines. |
27. | The edge of a hemisphere. |
28. | Was Invented by a 12 year old boy. |
29. | Pairs of angles formed when a third line crosses the other two lines. |
32. | An interdeterminate form. |
33. | Figures that have the same shape but not necessarily the same size. |
34. | Operations that cancel eachother out. |
36. | Change in form, appearance, nature, or character. |
38. | if B square equals A, then B is a square root of A. |
39. | The two shorter sides of a right triangle. |
40. | Two numbers that when multiplied equal 0. |
41. | A transformation that slides each point of a figure the same distance in the same direction. |
42. | A way of showing repeated multiplication of a number by itself. |
43. | For real numbers a,b,c (C is not equal to 0) if a = bc. |