Question

answer
fraction: 335° = of a semicircle
angle measure: 335° = radians
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Explanation:

Step1: Find fraction of semicircle

A semicircle is \(180^\circ\). To find the fraction, divide \(335^\circ\) by \(180^\circ\).
\(\frac{335}{180}=\frac{67}{36}\) (simplify by dividing numerator and denominator by 5)

Step2: Convert degrees to radians

The formula to convert degrees to radians is \( \text{radians}=\text{degrees}\times\frac{\pi}{180} \).
For \(335^\circ\), we have \(335\times\frac{\pi}{180}=\frac{67\pi}{36}\) (simplify by dividing numerator and denominator by 5)

Answer:

Fraction: \(\frac{67}{36}\)
Angle measure: \(\frac{67\pi}{36}\)