log5[log4(log3 81)]=0

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log5[log4(log3 81)]=0
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log5[log4(log3 81)]=0
log5[log4(log3 81)]=0

log5[log4(log3 81)]=0
求值
log5[log4(log3 x)]=0
解方程
log4(log3 x)=5^0=1
log₃x=4¹=4
x=3⁴=81
证明:
log5[log4(log3 81)]
log5[log₄4]
=log5(1)
=0

log5[log4(log3 81)]=log5[log4(log3 3^4)]=log5[log4 4]=log5 1=0

log5[log4(log3 81)]
=log5[log4(log3 3^4)]
=log5[log4(4log3 3)]
=log5(log4 4)
=log5 1
=0