log以3为底[log以4为底(log以5为底a的对数)]=log以4为底[log以3为底(log以5为底b的对数)]=0,则a⼀b是?

计算
2025-02-23 18:07:25
推荐回答(1个)
回答1:

log以3为底[log以4为底(log以5为底a的对数)]=log以4为底[log以3为底(log以5为底b的对数)]=0
log以4为底(log以5为底a的对数)=1
log以3为底(log以5为底b的对数)=1
log以5为底a的对数=4
log以5为底b的对数=3
a=5^4
b=5^3
a/b=5