Given a point on the unit circle with coordinates \((x, y)\), if the point corresponds to an angle \(\theta\) in standard position, find the angle \(\theta\) if \(x = -\frac{1}{2}\) State your answer in radians

Home Given a point on the unit circle with coordinates $(x, y)$, if the point corresponds to an angle $ heta$ in standard position, find the angle $ heta$ if $x = -frac{1}{2}$. State your answer in radians. Answer 1 Mia Harris Given the point on the unit circle with...

Find the values of cos(θ) on the unit circle

Home Find the values of $cos( heta)$ on the unit circle Answer 1 Thomas Walker Consider the unit circle where the radius is 1. Identify the angles $theta$ where $cos(theta) = frac{1}{2}$. Step 1: Recall the unit circle and the corresponding cosine values for common...