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Mathematics
Braylon Reyes
10 May, 20:36
Solve the equation cotθ = square root of 3 for θ.
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Arjun
10 May, 22:42
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We are given the expression cot θ = square root of 3 and is asked to determine the value of θ. In this case, we evaluate this expression by considering cot as an inverse of tan. Hence, the resulting equation is tan θ = 1 / sqrt 3. Using degrees mode, θ is equal to 30 degrees. In radians, θ is equal to pi/6
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Cordell Costa
10 May, 22:56
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Cotθ = √3
But cotθ = 1/tanθ
1/tanθ = √3 Take the square root of both sides
tanθ = 1/√3
θ = tan⁻¹ (1/√3)
θ = 30°
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