EINSTIEN
albert einstiean
The answer will depend on the equation.
Louis De Broglie in 1921 discovered the dual nature of radiations
Yes, In Math There are Spirals. In Nature there are Spirals in Sun Flowers to.
Albert Einstein was born in 1879 in Germany. In 1933, he joined the staff of the newly created Institute for Advanced Study in Princeton, New Jersey. He accepted this position for life, living there until his death. Einstein is probably familiar to most people for his mathematical equation about the nature of energy, E = MC2.
It is impossible to determine if ALL the rules of nature have been discovered.
False
it was the dicovery of the nucleur energy that lead to this knowledge. scientists working on the ww2 manhattan project were the main players but there were more however.
Simon L. Altmann has written: 'Induced Representations in Crystals and Molecules' -- subject(s): Crystallography, Mathematical, Mathematical Crystallography, Molecular crystals, Space groups 'Is Nature Supernatural? A Philosophical Exploration of Science and Nature' 'Band theory of solids' -- subject(s): Group theory, Symmetry (Physics), Energy-band theory of solids
The mathematical derivation of te Law of Conservation of Energy is setting the First derivative of the energy to zero. The derivative being zero means there is no change (conservation) of energy.There are two problems in physics : first the formulation of energy is incorrect, energy is a quaternion quantity consisting of a scalar (potential) energy and a vector energy,E= Scalar + Vector = Es + Ev.Typical scalar energies are the gravitational scalar energy Es= -GmM/r and the electrical scalar energy Es= -qQzc/4pi r.The vector energy is generally Ev= mcV where V is the vector motion and c is the speed of light.The second problem in Physics is that the Derivative is also a quaternion,X= d/dr + Id/dx + jd/dy + kd/dz = d/dr + Del = d/cdt + Del where the scalar dr=cdtGiven the Quaternion nature of Physics, the mathematical derivation of the Law of Conservation of Energy is:0=XE= (dEs/dr - Del.Ev) + (dEv/dr + Del Es + Del xEv)For this first derivative to be zero there is another condition 0=DelxEv. This is required because the vector DelxEv is perpendicular to the other two vectors. If DelxEv is not zero the sum of the three vectors will not be zero. With 0= DelxEv, the other vectors are collinear and opposite to reduce to zero.Therefore, the mathematical and physics Law of Conservation of Energy is :0 = XE = (dEs/dr - Del.Ev) + (dEv/dr + Del Es)this quaternion equation resolves to a scalar equation and a vector equation:0 = (dEs/dr - Del.Ev) and0 = (dEv/dr + Del Es)dEs/dr=Del.Ev also called the Continuity Equation (dEs/cdt = Del.Ev)dEv/dr = -Del Es or dEv/cdt = -Del Es
energy plays a vital role in itself and our nature is somewhat dependent in it. Thus, renewable energy can protect the nature.
give four examples of reactions in nature and write the word equation for each give four examples of reactions in nature and write the word equation for each give four examples of reactions in nature and write the word equation for each