Define x△y to be ∣x+y∣ for all real numbers x and y. Which of the following statements is not true?
x△y=y△x for all x and y
x△0=x for all x
x△(−x)=0 for all x
2(x△y)=(2x)△(2y) for all x and y
x△y>0 if x=−y