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- Feb 14, 2012
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Consider the 3 simultaneous equations
\(\displaystyle |x|-y-z=5\)
\(\displaystyle x-|y|+z=-9\)
\(\displaystyle x-y+|z|=-1\)
Find the unique solution of the simultaneous equation in which $x, y, z$ are all integers.
\(\displaystyle |x|-y-z=5\)
\(\displaystyle x-|y|+z=-9\)
\(\displaystyle x-y+|z|=-1\)
Find the unique solution of the simultaneous equation in which $x, y, z$ are all integers.