We should add the total charge equal to -0.31nC or
−0.31⋅E−9 C.-0.31\cdot E{-9}\, \mathrm{C}.−0.31⋅E−9C. This charge should be equal to N⋅e,N\cdot e,N⋅e, where NNN is the number of electrons and eee is the charge of one electron. So the number will be
N=−0.31E−9 Ce=−3.1E−10 C−1.6E−19 C≈1.94⋅109.N = \dfrac{-0.31E-9\,\mathrm{C}}{e} = \dfrac{-3.1E-10\,\mathrm{C}}{-1.6E-19\,\mathrm{C}} \approx 1.94\cdot10^9.N=e−0.31E−9C=−1.6E−19C−3.1E−10C≈1.94⋅109.
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