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How do we know that the universe is 13,7 billion years old when time is relative? Who's time do we follow in this assumption?
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If you draw a circle with diameter X and draw tangent lines on the circle which intersect at 90 degrees, what is the maximum size circle which can fit in the new corner created by the tangent lines?
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How do we know that the universe is 13,7 billion years old when time is relative? Who's time do we follow in this assumption?
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If you draw a circle with diameter X and draw tangent lines on the circle which intersect at 90 degrees, what is the maximum size circle which can fit in the new corner created by the tangent lines?
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