Problem B4: Two small objects, each of mass (n2m), initially are at rest and separated by a distance of d. They are now released and are attracted towards each other. When they are a distance of d/n1, what is their speed squared? If their speed squared is v2=n3 Gm/d, what is n3? Note that all the integers are unitless.

n1 = n2 = Input n3:

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