Convert Centiradian to Arcminute (Minute Angle)

Centiradian [centiradian]

Arcminute (Minute Angle) [′]

Unit definitions

$\frac{1}{100}$ of a radian is a centiradian.

$\frac{1}{60}$ of a degree is an arcminute.

$$\text{Angle}_{\text{′}} = \frac{108 \cdot \text{Angle}_{\text{centiradian}}}{3.141592653589793}$$

Convert $20.0\ \text{centiradian}$ to $\text{′}$.

$$\text{Angle}_{\text{′}} = \frac{108 \cdot 20.0}{3.141592653589793}$$

$$\text{Angle}_{\text{′}} = 687.549354$$

$$\therefore \ 20.0\ \text{centiradian} = 687.549354 \ \text{′}$$

Convert $75.0\ \text{centiradian}$ to $\text{′}$.

$$\text{Angle}_{\text{′}} = \frac{108 \cdot 75.0}{3.141592653589793}$$

$$\text{Angle}_{\text{′}} = 2578.310078$$

$$\therefore \ 75.0\ \text{centiradian} = 2578.310078 \ \text{′}$$

Convert $120.0\ \text{centiradian}$ to $\text{′}$.

$$\text{Angle}_{\text{′}} = \frac{108 \cdot 120.0}{3.141592653589793}$$

$$\text{Angle}_{\text{′}} = 4125.296125$$

$$\therefore \ 120.0\ \text{centiradian} = 4125.296125 \ \text{′}$$

Convert $140.0\ \text{centiradian}$ to $\text{′}$.

$$\text{Angle}_{\text{′}} = \frac{108 \cdot 140.0}{3.141592653589793}$$

$$\text{Angle}_{\text{′}} = 4812.845479$$

$$\therefore \ 140.0\ \text{centiradian} = 4812.845479 \ \text{′}$$

Convert $185.0\ \text{centiradian}$ to $\text{′}$.

$$\text{Angle}_{\text{′}} = \frac{108 \cdot 185.0}{3.141592653589793}$$

$$\text{Angle}_{\text{′}} = 6359.831526$$

$$\therefore \ 185.0\ \text{centiradian} = 6359.831526 \ \text{′}$$