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energy through the formula E = mc2 , where c is the light velocity.

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How can the conversion of mass to energy be explained in the context of nuclear reactions?

In nuclear reactions, mass can be converted into energy according to Einstein's famous equation, Emc2. This means that a small amount of mass can be converted into a large amount of energy. This process occurs during nuclear reactions, such as nuclear fission or fusion, where the nucleus of an atom is split or combined, releasing a tremendous amount of energy in the form of radiation.


In a nuclear fission reaction what is converted into energy?

In fission, the mass of the resulting atoms is slightly less than the mass of the original atom that was "split" -- this matter has been converted into energy. A tiny amount of matter is the equivalent of an enormous amount of energy, according to the formula E=Mc2.


What is the relation of E equals mc square with in chemical reaction?

in the equation: E=MC2 E = Energy M = Mass C = speed of light essentially this means two things 1. Mass and Energy are interchangeable 2. For a tiny amount of Mass you get a tremendous amount of Energy This is evidenced in the Atomic bomb or the Sun where a small amount of fissionable Mass can be triggered to be converted into a huge Energy release.


What mass of hydrogen is converted into helium by the fusion reactions in one second?

The mass of hydrogen that is converted into helium by fusion reactions during a one second interval is one cubic millimeter. This occurs during the elemental change and actually shrinks the mass of the hydrogen.


What is meant by E equals mc squared?

Einstein gave us E=mc2, and this equation is what is called the mass-energy equivalence. What the equation says is that there is a direct relationship between matter (something with mass, m) and energy (e). If a specific amount of mass is converted into energy, there will be a specific amount of energy created. If a specific amount of energy is converted into mass, there will be a specific amount of mass created. But how much? Let's look.If a specific amount of mass creates a specific amount of energy when converted and we double the amount of mass, we'll get double the amount of energy when it's converted. If a specific amount of energy is converted into mass and we double the amount of energy, we'll get double the amount of mass when we convert it. One more thing.The conversion factor when changing mass to energy or energy to mass is the square of the speed of light (c2). If one kilogram of mass is converted into energy, the equation will look like this:E = mc2 = 1 x (3 x 108)2 = 9 x 1016 Joules of energy.That's a lot of energy. Over 4 million average homes could run for a year on that energy. There is a huge amount of energy in matter if we convert it all to energy. Use the link to learn more.


Are large amounts of energy created with small amounts of uranium?

Yes. Very large amount of energy is derived from uranium. The atom of uranium brake down to give you atom of lead. There is loss of some mass in the process. That mass is converted into energy as per Einstein's equation. That is E = m C square. It is tremendous energy.


How do you use tremendous in a sentence?

My teacher gave me a tremendous amount of homework.It took me a tremendous amount of time to finish my homework.Hope you enjoy! ;)


How were the new time and space theories demonstrated in art?

a. a tremendous amount of color b. a tremendous amount of energy c. a tremendous amount of movement d. a tremendous amount of passion Please select the best answer from the choices provided A B C D


How is the mass of an object related to its energy?

It depends upon what type of energy you mean. If mass is converted into energy, then the relationship is Einstein's famous equation E=mc2Mass is also related to kinetic and potential energy though. A moving object has a kinetic energy of K.E. = (mv2)/2, where m = mass, v = velocity. An object has a potential energy due to gravity of P.E. = mgh, where h = height, and g= acceleration due to gravity.


What is energy released during nuclear fusion?

The binding energy between atoms is released.


Why does the energy associated with even small mass is immense?

Energy is related to mass through Einstein's famous equation E=mc^2, which shows that even small amounts of mass can release a large amount of energy when converted. This is due to the speed of light, c, being a huge number, causing any mass to have a significant amount of energy when converted from mass to energy.


What is the amount of energy?

That would be just before the Big Bang, for soon after some of the energy is converted to mass.