From the Gauss’ law the net electric flux of a closed object is
Φ=qε0Φ = \frac{q}{ε_0}Φ=ε0q
q is the charge within the cylinder
ε0 is permittivity in free space
q=Φ×ε0q = Φ \times ε_0q=Φ×ε0
q=(−5.0 N m2/C)(8.55×10−12 C2/Nm2)q = (-5.0\; N\;m^2/C)(8.55 \times 10^{-12}\;C^2/Nm^2)q=(−5.0Nm2/C)(8.55×10−12C2/Nm2)
q=−44.25×10−12 C=−44 pCq = -44.25 \times 10^{-12}\;C = -44 \;pCq=−44.25×10−12C=−44pC
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