Mass-energy equivalence, as articulated in Einstein's E=mc² equation, indicates that mass can be converted to energy and vice versa. This theory has current practical applications such as the operations in nuclear power plants and in explaining natural phenomena like solar energy generation.
The principle describing mass-energy equivalence is most accurately presented by Albert Einstein's mass-energy equivalence equation, E = mc². In some processes, according to this equation from the theory of special relativity, mass can be converted into energy, and vice versa. This means that we consider mass to be a form of energy, not something distinct.
Examples of this conversion are seen in everyday life and nature. For instance, the sun's energy, the energy from nuclear decay, and even the heat in Earth's interior can be traced back to the mass-energy equivalence. Nuclear power plants and nuclear weapons provide practical examples of mass being converted into energy. In these cases, a tiny fraction of mass is annihilated to produce energy expressed as nuclear radiation.
Therefore, the theory of conservation of mass was supplanted by the more comprehensive theory of conservation of mass-energy which includes the phenomenon of mass-energy equivalence, and is described mathematically in the equation E= mc².
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Answer:
C. All energy in the universe is a result of mass being converted into energy.
Explanation:
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b. winter solstice
c. vernal equinox
d. autumnal equinox
Answer:
your answer would be C: vernal equinox
Explanation:
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b. small tree and sapling
c. shrub
d. herb
c. symbolic form
b. the forefront
d. positive space
Answer:
D. Positive space
Step-by-step explanation:
We are given that,
'Objects in a composition occupy ___'.
We know that,
In a composition the space occupied by the given object is known as the positive space, whereas any space around the object is known as the negative space.
So, we get that,
Objects in a composition occupy positive space.
Thus, option D is correct.