In order to calculate the capacitance of this capacitor, we can use the formula below:

Where C is the capacitance (in Farad), e0 is the dielectric constant (equal to 8.9 * 10^-12) A is the plate area (in m²) and d is the plate separation (in m).
So, for A = 4 * 10^-2 m² and d = 0.04 (equal to 4 * 10^-2) m, we have:

Therefore the correct option is the first one.