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How do you solve ##sqrt(x/10) = sqrt(3x-58)##?
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##sqrt(x/10) = sqrt(3x-58)##
Squaring both sides eliminates the square root.
##(sqrt(x/10) )^2= (sqrt(3x-58))^2##
We get:
##x/10 = 3x -58##
##x= (3x -58)* 10##
##x= 30x -580##
##580 = 30x -x##
##29x= 580##
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