Forgive if my questions are stupid / elementary.
1. Is the basis for equation E = mc^2 because a mass "m" ( invariant
mass) at rest would move with speed 'c' in the time dimension by
default and hence its inherent energy equivalent is mc^2?
2. If the above statement is correct, then lets assume a scenario where
some mass 'm' is placed in the center of a black hole and it is at
rest. As we are aware that because of the infinite gravity 'm'
experiences, time dilates and 'm' can no longer move at speed 'c' in
the time dimension.
2a.) So does the equation E=mc^2 still hold good in this scenario?
2b.) If the mass 'm' is at rest and it can move only at "c-x" speed
in time dimension, then into which extra dimension is this extra speed
'x' getting expended into?
2c.) Does this 'x' result in increase of gravity in mass 'm'?
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