Proof WritingHardWriting It Up ShareWriting It Up · Hard problemWhich fully quantified version of "x2≥0x^2 \ge 0x2≥0" is TRUE?AFor every real number xxx, x2≥0x^2 \ge 0x2≥0.BFor every complex number xxx, x2≥0x^2 \ge 0x2≥0.CFor every real number xxx, x2>0x^2 > 0x2>0.DThere is a real number xxx with x2<0x^2 < 0x2<0.Check Show answer Walk through it step by step Practice more like this Review this concept