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Find the primary solution of cosθ=−0.3



1 Answer

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The solution of cos θ = −0.3 is θ = 107.45760312 degrees

Solution:

Given that we have to find the primary solution of
cos \theta = -0.3

To solve this equation, you must find the unknown (theta)


cos \theta = -0.3

Use the inverse of cosine (Arccos) to find the angle measurement (in degrees) of theta


\theta = arccos (-0.3)

We know that arccos (-0.3) = 107.45760312 degrees

[ If you reference a unit circle or use a calculator ]


\theta = 107.45760312^(\circ)

Therefore solution of cos θ = −0.3 is θ = 107.45760312 degrees

User Victor Roetman
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