若(y-2)+|x-2y|=0,则log4(底数)y=
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若(y-2)+|x-2y|=0,则log4(底数)y=若(y-2)+|x-2y|=0,则log4(底数)y=若(y-2)+|x-2y|=0,则log4(底数)y=(y-2)²+|x-2y|=
若(y-2)+|x-2y|=0,则log4(底数)y=
若(y-2)+|x-2y|=0,则log4(底数)y=
若(y-2)+|x-2y|=0,则log4(底数)y=
(y-2)²+|x-2y|=0
等价于:y-2=0……①,x-2y=0……②
解得:x=4,y=2
所以log4(底数)y=1/2
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