Question

solve the equation |x-1|=1-x​

Answer 1

$|x-1|=1-x \\ \\ x-1=1-x \ \ \ [1-x=-(x-1)=|x-1|.\ \sf{So LHS should be positive.} ]\\ \\ x+x=1+1 \\ \\ 2x=2 \\ \\ x=\bold{1}$

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