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Prove that \[|a| = |-a|\]
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-1 < a < 1 = -1 < -a < 1 => -1 < a < 1 = 1 > a > -1 Q.E.D
|-a| = |-1| * |a| = 1 * |a| = |a|
abs(a) = a if a>0 =-a if a<0 and abs(-a)=-a if -a>0 this gives a<0 and =-(-a)=aif -a<0 this gives a>0 hence abs(a)=abs(-a)
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