The meaning of E = MC2

Einstein's equation of mass and energy. The formula shows that there is still energy when the object is stationary relative to a reference frame, which is contrary to Newton's system, because in Newton's system, the stationary object has no energy. This is why the mass of the object is called the stationary mass

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1. Einstein's formula e = MC2, the energy of matter is equal to the mass times the square of the speed of light?
2. What is the specific explanation of Einstein e = MC2?
3. Einstein's E = MC2
4. What is the meaning of E = MC2
5. What is the formula of 1-cos = 2Sin ^ 2 (x / 2)?
6. F '(SiNx) = cos ^ 2 (x), the calculation of F (x) needs detailed process, This is the exercise there
7. When x →∞, limx / SiNx = ∞
8. If cos (x + π 4) = 45, X ∈ (− π 4, 0), then SiNx=______ ．
9. Sin & # 178; X =? Cos & # 178; =? Theorem formula
10. What are the formulas of Sin & # 178; α = (1-cos (2 α)) / 2 and Sin & # 178; α = (1-sin (2 α)) / 2
11. How to understand the unit conversion in E = MC2?
12. Explain that E = MC2 When we see Einstein's mass energy formula e = MC2, can we explain its derivation process and application in a more understandable language? How can we deduce that an object cannot move faster than the speed of light? M = M0 / root sign [1 - (V / C) ^ 2] (M0 is the static mass of the object, V is the moving speed of the object, C is the speed of light, M is the moving mass of the object) how do you get it?
13. Why is e = MC2 like this?
14. What is the detailed derivation process of Einstein's mass energy equation?
15. How did Einstein calculate the mass energy equation E = MC2?
16. How to deduce Einstein's mass energy equation? Is it reasonable to deduce e = HF = H / (C / in) = H / (C / (H / MV)) = MC2 according to Planck's photon energy formula? I think about it myself,
17. How to read e = MC2 mass energy equation in English
18. Please introduce Einstein's famous equation E = MC2
19. Define set operation: a * b = {ZLZ = XY (x + y), X ∈ a, y ∈ B}. Let a = {0,1}, B = {2,3}, then the sum of all elements of a * B is______ .
20. For sets a and B. define the operation For sets a and B, define operations: a x B = {x | x = a * B, a ∈ a, B ∈ B}, C = a x B, let a = {1,2,3,4,}, B = {3,6,9} (1) If d = {x | x = 2k-1, K ∈ Z, X ∈ C}, the sum of elements in each subset of D is M1, M2, m3 , MK, M1 + M2 + m3 + mk ==== jiulang1989。 Second question?