Regarding Einstein's equation of E=MC2. Would the density of an object make any difference?

Answer 1

The deep connection Einstein discovered between energy and mass is expressed in the equation E=mc² . Here E represents energy, m represents mass, and c² is a very large number, the square of the speed of light. Full confirmation was slow in coming. In Paris in 1933, Irène and Frédéric Joliot-Curie took a photograph showing the conversion of energy into mass. A quantum of light, carries energy up from beneath. In the middle it changes into mass -- two freshly created particles which curve away from each other.

Answer 2

Both density and volume determine an object's mass, so it's already figured into the equation.

Answer 3

M stands for mass and mass is density per volume so i think that part of the equation already factors the density in. how big it is doesn't matter, just how much mass it has, so density isnt a factor.

Answer 4

"Density" is intrinsic in Mass, since a volume is not specified. Just as a pound of feathers weighs the same as a pound of chicken poop, the mass is all that matters here, the density is not a factor...

Answer 5

density is M divided by the area... so the density taken along with the area would make a difference. E still equals MC^2 though.

Answer 6

None whatsoever. Density is mass divided by volume.

Answer 7

Do you see density anywhere in the equation above?

Answer 8

no way.
and this equation is not Einstein's.i don't know if you know but he stealed it from an italian physicist. If you'll visit the site of nasa you will find out more about this. those from nasa even proved that this equation is wrong.

Answer 9

Mass only

Answer 10

no