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Well carbon needs 4 electrons to have a full valence shell. The maximum amount of bonding electrons between 2 atoms is 3. Since it takes 8 electrons to make a valence shell, and the max amount of bonds between 2 atoms is 3. That only allows for a total of 7 electrons around each carbon.

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What is the final charge on C2 in the given scenario?

The final charge on C2 in the scenario is 2.


What is the mass of an electron in electronvolts per speed of light squared (eV/c2)?

The mass of an electron in electronvolts per speed of light squared (eV/c2) is approximately 0.511 MeV/c2.


Derive expression of time dilation in relativity?

In order to derive this, we have to consider two systems S & S'.Let S' be moving with a velocity v w.r.t S in the positive direction of X-axis. Clock too!! has to be included as the word dilation means to lengthen at time. So,suppose a clock is situated in the system S at position x and gives signs of interval ∇t, i.e., ∇t = t2-t1 ___________________(i) If this interval is observed by an observer in system S',then interval ∇t' recorded by an observer is given by ∇t' = t1'-t2' _____________(ii) From Lorentz transformation, t1' = t1-(vx/c2)/(1-v2/c2)1/2_____________(iii) and t2' = t2-(vx/c2)/(1-v2/c2)1/2 ______________(iv) Substituting the values of t1' and t2' from equations (iii) & (iv) in (ii), we get ∇t' =t2-(vx/c2)/(1-v2/c2)1/2 - t1-(vx/c2)/(1-v2/c2)1/2 = t2-vx/c2 - t1+ vx/c2/(1-v2/c2)1/2 = t2-t1/(1-v2/c2)1/2 = ∇t/ (1-v2/c2)1/2 So, ∇t' = ∇t/ (1-v2/c2)1/2, where ∇t'>∇t. Hey buddies,just imagine the graph yourself..!! ()() (':') (")(") IZ


What is the muon's mass?

Muons decay by various methods, primarily, due to the weak interaction, into an electron and two neutrinos. The mass of the muon is 105.7 MeV/c2, with the mass of the electron being 0.511 MeV/c2, and the mass of the neutrino is less than 2.2 eV/c2. As a result, the loss of mass from muon decay, which is carried away as energy, is around 105.2 MeV/c2.


If energy can be converted to mass and vica versa what's the c2 got to do with the e equals m c 2?

The c2, which is the speed of light squared, is the conversion factor when making the conversion between mass and energy or vice versa. We see that E = mc2 and we can move the c2 to the other side. It will then be E/c2 = m. Whatever you're going to do, that is, whatever conversion you make, the c2 is the conversion factor in the operation.

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