a)
x<0 deci |x|=-x
-x<0<2deci |2-x|=|x-2|=-x+2
atunci
-x+3x+2-x+2=x+4
b) x<6 deci |x-6|=6-x=-x+6
x>0 deci √x^4=|x²|=x², pt ca x²≥0, deci x>0 este dat degeaba
x²+2≥2>0 deci |x²+2|=x²+2
atunci
x²+2-x²-x+6+6x-2=6x-x+6=5x+6
c)
x>-4 deci x+4>0 deci |x+4|=x+4
x<2 deci x-2<0 deci√(x-2)²= |x-2|=-x+2
si |2x-6|=2|x-3| dar x<2<3 deci decix-3<0, deci |x-3|=-x+3
atunci
x+4-x+2-2(-x+3)=6+2x-6= 2x