Consider the equation (x-1)^2=|3x-5|1) Among all solutions of the equa

1.	Consider the equation (x-1)^2=\|3x-5\|1) Among all solutions of the equation, the solutions satisfying x greater than or equal to 5/3 are x=A and x=B where A
Answer» ANSWER: $\huge \bigstar\color{royalblue}{PLEASE \: \: MARK \: \: ME \: \: AS \: \: } \\ \huge \color{royalblue}{ THE \: \: BRAINLIEST \: \: AND \: \:} \\ \huge \color{royalblue}{FOLLOW} \color{black} \bigstar$ Step-by-step EXPLANATION:

Consider the equation (x-1)^2=|3x-5|1) Among all solutions of the equation, the solutions satisfying x greater than or equal to 5/3 are x=A and x=B where A

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$\huge \bigstar\color{royalblue}{PLEASE \: \: MARK \: \: ME \: \: AS \: \: } \\ \huge \color{royalblue}{ THE \: \: BRAINLIEST \: \: AND \: \:} \\ \huge \color{royalblue}{FOLLOW} \color{black} \bigstar$

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Consider the equation (x-1)^2=|3x-5|1) Among all solutions of the equation, the solutions satisfying x greater than or equal to 5/3 are x=A and x=B where A

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