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The combined radius of the planets is always less than the speed of light c?

Our solar system is formed from gravitational collapse of a small part (fragment) of a giant Molecular cloud says Wikipedia.

This fragment got energy and mass ? E = mc^2. 

If area is pi r^2 and energy is always having this c^2 as a maxium how could r be Bigger than c.

This conclusion is kind of intuitive I really do not know about it but let us suppose that such a fragment is making ten planets. And that fragment has got E = mc^2 total mass 10 then energy is 10 x c^2 that is 898.75 B . Then we Divide this energy to each of the 10 planets getting 898.75 / 10 that is 89.875 B which is actually same as c^2.

Mass was 10 so each planets mass is 10 / 10 = 1. 

This may be just a nonsense after all but what you suggest: CAN COMBINED RADIUS OF THE SOLAR SYSTEM PLANETS BE MORE THAN C?

IS There really any connection between area of all planets having this r^2 and energy having this c^2. 

To me c^2 is some kind of a SHAPE OR FORM. and area r^2  is some kind of SHAPE OR FORM too.

Sorry that this idea is so weak and intuitive. And my english is poor.

 

 

 

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