Technology Education IRPAppendix F: Illustrative Examples
Mathematics 9


SHAPE AND SPACE (Measurement)

In order to prepare students to use trigonometric ratios to solve problems involving right triangles, it is expected that students will:

Prescribed Learning Outcomes
Illustrative Examples
  • explain the meaning of sine, cosine, and tangent ratios in right triangles




The calculator shows the sine of 32° is equal to 0.5299.This implies that for pABC:



a = 0.5299 and c = 1.000
a = 5299 and c = 10 000
the length of a is 0.5299 of the length of c
the length of c is 1.887 of the length of a

Explain why each of these statements is true.


Given the following diagram, complete the problems.



Using angle A, identify:
- the side opposite to A
- the side adjacent to A
- the hypotenuse

Write the ratio:
- sin A
- cos A
- tan A

 


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