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Rewrite the expression 2sinθ(cosθ)(cotθ) in terms of sine or cosine.
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2 sin T cos T cos T /sinT = 2 cos^2 T
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A simplified version of the expression 2sinθ (cos θ)(cotθ) is
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Rewrite the expression secvcscv+cotv/secvcscv in terms of sine and cosine, then simplify using trigonometric identities.
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For the acute angle θ, given that sinθ=1/7, find the exact value of cotθ.
cotθ=1/√48 cotθ=1/√50 cotθ=√50 cotθ=√48
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The word cosine literally means "the complement of the sine." Write a paragraph explaining how complements of sine and cosine
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