how to show that x+A is measurable?

If A⊂R n , x∈R^n n and A is measurable; how to show that x+A is measurable?

Definition: Set E \subset R^n is ( Lebesgue) measurable, if m*(A)=m*(A \cap E) + m*(A \ E). But it is sufficient to show that m*(A)>=m*(A \cap E) + m*(A \ E). - http://en.wikipedia.org/wiki/Lebesgue_measure#Definition