HardMath· Geometry and Trigonometry· Right triangles and trigonometry· SPR
In triangle RST above, point W (not shown) lies on . What is the value of ?
Correct answer: 0
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Explanation
The correct answer is 0. Note that no matter where point W is on , the sum of the measures of and is equal to the measure of , which is . Thus, and are complementary angles. Since the cosine of an angle is equal to the sine of its complementary angle, . Therefore, .
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id cb_question_bank:923d2d95-3040-457a-9715-ca51c9a73a8a · question 6933b3d9 · IBN 05777-DC
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