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Chapter 0: Problem 7

Convert each angle to radian measure. $$ -75^{\circ} $$

Short Answer

Expert verified
The angle \(-75^{\circ}\) in radian measure is: \((-15\pi)/36\).

Step by step solution

01

Determine Degree Measure

The given angle in degree measure is -75掳.
02

Set Up Conversion Formula

Use the conversion formula to find the radian measure: Radian Measure = (Degree Measure 脳 蟺) / 180 Plug in the given degree measure (-75掳). Radian Measure = (-75 脳 蟺) / 180
03

Calculate Radian Measure

Now calculate the radian measure using the given values: Radian Measure = (-75 脳 蟺) / 180 Radian Measure = (-15 脳 蟺) / 36 (After simplifying the fraction) The angle in radian measure is: \((-15\pi)/36\).

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