### Binary Star Problem:**Given:**- A 1.4 \(M_\odot\) neutron star and a 0.5 \(M_\odot\) white dwarf orbit each other.- Orbital period: 16 minutes.**Question:**What is their average separation? Convert your answer to units of the Sun's radius, which is 0.0047 AU.**Hint:**Use Kepler's third law for binary stars:\[ M_A + M_B = \frac{a^3}{P^2} \]- **Convert quantities into**: - AU (Astronomical Units) - Solar masses - Years**Note:** A year is \(3.2 \times 10^7\) seconds.**Answer Format:**- Provide the answer in **solar radii**.---This problem requires converting the given data and using Kepler's third law to find the average separation of the two stars in solar radii.

The given formula works only if we put quantities in the units given, solar mass, years and…

Answered: A 1.4 M. neutron star and a 0.5 M.…

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