If the value you computed has an SI unit of 𝐶²m²/kgm², the quantity could be
a. potential difference c. electric field
b. dielectric constant d. capacitance
SI units:
a) [V]=[kg⋅m2/(C⋅s2)]\rm[V]=[kg\cdot m^2/(C\cdot s^2)][V]=[kg⋅m2/(C⋅s2)]
b) [ε]=[C2⋅s2/(kg⋅m3)]\rm[\varepsilon]=[C^2\cdot s^2/(kg\cdot m^3)][ε]=[C2⋅s2/(kg⋅m3)]
c) [E]=[kg⋅m/(C⋅s2)]\rm[E]=[kg\cdot m/(C\cdot s^2)][E]=[kg⋅m/(C⋅s2)]
d) [C]=[C2⋅s2/(kg⋅m2)]\rm[C]=[C^2\cdot s^2/(kg\cdot m^2)][C]=[C2⋅s2/(kg⋅m2)]
Answer: d. capacitance
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