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x+|x| = x-x = 0 gdy x<0
x-2|x| = x-2x = -x gdy x>0
x-2|x|=x+2x = 3x gdy x<0
a) x= 4 - 2√6
zauważ, że x<0 zatem:
x+|x| = 0
|x|-2|x| = 3x = 3(4 - 2√6) = 6(2-√6)
b) x=6√2-8
tutaj x>0 zatem,
x+|x| = 2x = 2(6√2-8)=4(3√2-4)
x-2|x|=-x = 8-6√2 = 2(4-3√2)