Proof WritingChallengeDirect Proof ShareDirect Proof · Challenge problemWhich inequality is NOT true for all real numbers xxx and yyy?Ax2+y2≥3xyx^2 + y^2 \ge 3xyx2+y2≥3xyBx2+y2≥−2xyx^2 + y^2 \ge -2xyx2+y2≥−2xyCx2+4y2≥4xyx^2 + 4y^2 \ge 4xyx2+4y2≥4xyD2(x2+y2)≥(x+y)22(x^2 + y^2) \ge (x + y)^22(x2+y2)≥(x+y)2Check Show answer Walk through it step by step Practice more like this Review this concept