∵ln{log3(log4x)}=log5{lg(log2y)}=0,
∴log3(log4x﹚＝1 lg(log2y﹚＝1
∴log4x＝3 log2y＝10
∴x=4³ y=2^10
x+y＝64+1024=1088
若ln{log3(log4x)}=log5{lg(log2y)}=0,求x+y的值
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