Pythagorean Theorem And Right Triangle Trigonometry

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Across
  1. 3. Tangent is equal to opposite over adjacent.
  2. 4. In order to use Pythagorean Theorem or the three trig functions on a triangle, it must have a ___________.
  3. 7. When you have an x squared in an equation, you will have to take the __________ of both sides to solve it.
  4. 9. The Pythagorean Theorem is __________.
  5. 12. Tangent is equal to _________.
  6. 14. The study of triangles.
  7. 15. A trig function where the raito is adjacent over hypotenuse.
  8. 17. An acronym used to remember the trig functions and their ratios.
  9. 19. Cosine is equal to adjacent over _________.
  10. 20. A trig function where the raito is opposite over adjacent.
  11. 21. A theorem that is used to find a missing side of a right triangle when the other two are known.
Down
  1. 1. Cosine is equal to _________.
  2. 2. An abbreviation for the tangent function used on calculator keys.
  3. 5. When performing the three trig functions, the ________ measure goes in the parenthesis.
  4. 6. Sine is equal to _________ over hypotenuse.
  5. 7. The Pythagorean Theorem will help you find a missing ________ of a triangle.
  6. 8. Sine is equal to _________.
  7. 10. A trig function where the raito is opposite over hypotenuse.
  8. 11. In order to use Pythagorean Theorem or the three trig functions on a triangle, it must be a ___________.
  9. 13. An abbreviation for the cosine function used on calculator keys.
  10. 16. The type of trig function used when you need to find an angle measure.
  11. 17. An abbreviation for the sine function used on calculator keys.
  12. 18. The __________ of the Pythagorean Theorem is useed to determine if a triangle is a right triangle.
  13. 22. Sine, Cosine, and Tangent are each an example of a trig ____________.