Translate the following statement into First-Order Logic (FOL): For every if x has a master's degree, then x has a bachelor's degree.
a) ∀x(MasterDegree(x)→BachelorDegree(x))
b) ∃x(MasterDegree(x)→BachelorDegree(x))
c) ∃x(BachelorDegree(x)→MasterDegree(x))
d) ∀x(BachelorDegree(x)→MasterDegree(x))