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Ndaya Trig!
18
Complement: when two angles added equal 90 degrees
Supplement: when two angles added equal 180 degrees
Standard Position: if the vertex is at the origin and its initial side lies on the positive x-axis
Coterminal Angles: their angle measure differ by a multiple of 360 degrees
First Quadrant: +,+ on graph, 0-90 degrees
Second Quadrant: -,+ on graph, 90-180 degrees
Third Quadrant: -,- on graph, 180-270 degrees
Fourth Quadrant: +,- on graph, 270-360 degrees
Alternate Interior Angles: The pairs of angles on the opposite side but inside the tranversal; have the same measure
Alternate Exterior Angles: The pairs of angles on the opposite side but outside the transversal; have the same measure
Corresponding Angles: the pair of angles where they are on the same side of the transversal, but one is inside and one is outside; they are the same measure
Interior on the same side: the pair of angles on the same side of the transversal and both are inside; they are supplementary
Acute Triangle: when a triangles angles are all less than 90 degrees
Right Triangle: when a triangle has an angle that is 90 degrees in one of the three
Obtuse Triangle: when a triangle has an angle that is over 90 degrees in one of the three
Equilateral Triangle: when all sides are equal in a triangle
Isosceles Triangle: when two sides are equal in a triangle
Scalene Triangle: when no sides are equal in a triangle
Pythagorean Theory: a^2+b^2=c^2
Vertical Angles: when two angles are across from each other in an intersect; they are equal
Ndaya Trig!
Across:4. | when no sides are equal in a triangle | 6. | their angle measure differ by a multiple of 360 degrees | 8. | -,+ on graph, 90-180 degrees | 10. | +,- on graph, 270-360 degrees |
| 11. | +,+ on graph, 0-90 degrees | 17. | when two angles added equal 90 degrees | 18. | when two angles are across from each other in an intersect; they are equal |
| | Down:1. | a^2+b^2=c^2 | 2. | the pair of angles where they are on the same side of the transversal, but one is inside and one is outside; they are the same measure | 3. | when a triangle has an angle that is over 90 degrees in one of the three | 5. | The pairs of angles on the opposite side but outside the transversal; have the same measure | 7. | The pairs of angles on the opposite side but inside the tranversal; have the same measure | 9. | when all sides are equal in a triangle |
| 12. | when two sides are equal in a triangle | 13. | when a triangles angles are all less than 90 degrees | 14. | when two angles added equal 180 degrees | 15. | if the vertex is at the origin and its initial side lies on the positive x-axis | 16. | when a triangle has an angle that is 90 degrees in one of the three |
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© 2016
PuzzleFast.com, Noncommercial Use Only
Ndaya Trig!
Across:4. | when no sides are equal in a triangle | 6. | their angle measure differ by a multiple of 360 degrees | 8. | -,+ on graph, 90-180 degrees | 10. | +,- on graph, 270-360 degrees |
| 11. | +,+ on graph, 0-90 degrees | 17. | when two angles added equal 90 degrees | 18. | when two angles are across from each other in an intersect; they are equal |
| | Down:1. | a^2+b^2=c^2 | 2. | the pair of angles where they are on the same side of the transversal, but one is inside and one is outside; they are the same measure | 3. | when a triangle has an angle that is over 90 degrees in one of the three | 5. | The pairs of angles on the opposite side but outside the transversal; have the same measure | 7. | The pairs of angles on the opposite side but inside the tranversal; have the same measure | 9. | when all sides are equal in a triangle |
| 12. | when two sides are equal in a triangle | 13. | when a triangles angles are all less than 90 degrees | 14. | when two angles added equal 180 degrees | 15. | if the vertex is at the origin and its initial side lies on the positive x-axis | 16. | when a triangle has an angle that is 90 degrees in one of the three |
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© 2016
PuzzleFast.com, Noncommercial Use Only