Simplify:
3x−[3x−{3x−(3x−3x−y‾)}]3x - [3x - {3x - (3x - \overline{3x - y})}]3x−[3x−{3x−(3x−3x−y)}]
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= 3x−[3x−{3x−(3x−3x+y)}]3x - [3x - {3x - (3x - 3x + y)}]3x−[3x−{3x−(3x−3x+y)}]
= 3x−[3x−{3x−(y)}]3x - [3x - {3x - (y)}]3x−[3x−{3x−(y)}]
= 3x−[3x−{3x−y}]3x - [3x - {3x - y}]3x−[3x−{3x−y}]
= 3x−[3x−3x+y]3x - [3x - 3x + y]3x−[3x−3x+y]
= 3x−[y]3x - [y]3x−[y]
= 3x−y3x - y3x−y
Hence, 3x−[3x−{3x−(3x−3x−y‾)}]=3x−y3x - [3x - {3x - (3x - \overline{3x - y})}] = 3x - y3x−[3x−{3x−(3x−3x−y)}]=3x−y
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