How to Calculate the Angle Between Two Celestial Objects?

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Given the right ascension and declination of two objects in the sky. Is there a way to calculate the angle between them?

If so, do right ascension and declination need to be converted to radians or can they retain their units?
 
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the formula to measure the angle between 2 objects on the sky given their positions is;

[tex]\cos\theta = \cos{\delta_1}cos{\delta_2}\cos(\alpha_1-\alpha_2) + \sin{\delta_1}\sin{\delta_2}[/tex]

where [tex]\delta_1[/tex] and [tex]\delta_2[/tex] are the declinations in degrees or radians and [tex]\alpha_1[/tex] and [tex]\alpha_2[/tex] are the right-acsensions in radians or degrees.
 
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Thank you much.
 

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