Question

Use patterns to find the values of sin 30° and cos 30° and then compare their values.(1 point)
Responses

sin30°>cos30°

sine 30 degrees greater than cosine 30 degrees

sin30°=cos30°

sine 30 degrees equals cosine 30 degrees

sin30°<cos30°

sine 30 degrees less than cosine 30 degrees

sin30°=−cos30°

Answer 1

sin 30° = 1/2, cos 30° = √3/2 ≈ 0.866. Since 1/2 < √3/2, sin 30° < cos 30°.