Question

Each component of a binary star has a period of revolution about their center of mass equal to 14.4 days and a velocity of 250km/s. The mass (in 10^31 kg) of each component assuming circular orbits is: a) 2.32 b) 3.16 c) 4.18 d) 2.86 e) 1.58

Name: Each component of a binary star has a period of revolution about their center of mass equal to 14.4 days and a velocity of 250km/s. The mass (in 10^31 kg) of each component assuming circular orbits is: a) 2.32 b) 3.16 c) 4.18 d) 2.86 e) 1.58
Uploaded: 2022-05-07T17:26:20-08:00
Duration: 2 min 30 s
Channel: Paul Gabriel
Description: Each component of a binary star has a period of revolution about their center of mass equal to 14.4 days and a velocity of 250km/s. The mass (in 10^31 kg) of each component assuming circular orbits is: a) 2.32 b) 3.16 c) 4.18 d) 2.86 e) 1.58

          Each component of a binary star has a period of revolution about their center of mass equal to 14.4 days and a velocity of 250km/s. The mass (in 10^31 kg) of each component assuming circular orbits is: a) 2.32 b) 3.16 c) 4.18 d) 2.86 e) 1.58

Each component of a binary star has a period of revolution about their center of mass equal to 14.4 days and a velocity of 250km/s. The mass (in 10^31 kg) of each component assuming circular orbits is: a) 2.32 b) 3.16 c) 4.18 d) 2.86 e) 1.58

Added by Linda G.

University Physics with Modern Physics

Hugh D. Young 14th Edition

Instant Answer

Solved by Expert Paul Gabriel

05/07/2022

Step 1

67 \times 10^{-11} \, \text{N m}^2/\text{kg}^2\), and \(M\) is the mass of each component. Show more…

Show all steps

Thanks for your feedback!

Each component of a binary star has a period of revolution about their center of mass equal to 14.4 days and a velocity of 200 km/s. The mass (in kg) of each component, assuming circular orbits, is: 232, 3.16, 418, 2.86, and 1.58.