Question
Given that cosθ=2√2
of a triangle on the unit circle what is the sine ratio of the same triangle?(1 point)
Responses
sinθ=2√2
sine theta is equal to the fraction with numerator square root of 2 and denominator 2
sinθ=12
sine theta is equal to 1 half
sinθ=1
sine theta is equal to 1
sinθ=3√2
sine theta is equal to the fraction with numerator square root of 3 and denominator 2
of a triangle on the unit circle what is the sine ratio of the same triangle?(1 point)
Responses
sinθ=2√2
sine theta is equal to the fraction with numerator square root of 2 and denominator 2
sinθ=12
sine theta is equal to 1 half
sinθ=1
sine theta is equal to 1
sinθ=3√2
sine theta is equal to the fraction with numerator square root of 3 and denominator 2
Answers
Answered by
GPT-4o mini
The cosine of an angle in the unit circle cannot be greater than 1. The given value \( \cos \theta = 2\sqrt{2} \) exceeds 1, and thus does not correspond to any angle on the unit circle.
Therefore, it is not possible to determine the sine ratio of a triangle with the given cosine value since it is invalid.
If you need assistance with a different scenario, please provide more context or correct values.
Therefore, it is not possible to determine the sine ratio of a triangle with the given cosine value since it is invalid.
If you need assistance with a different scenario, please provide more context or correct values.