log x base k×log k base 5=3 ,value of x
Answers
Answered by
5
Step-by-step explanation:
(log x base k) × (log k base 5)=3
=>{(log x base e)/(log k base e)}×{(log k base e)/(log 5 base e)}=3
=>(log x)/(log5)=3
=>log x =3 log5
=>log x=log (5)^3=log125
=>logx=log 125=>x=125
Answered by
3
Answer:
125
Step-by-step explanation:
log A base k . log K base 5 can be written as:
(log A/log K)(log K/log 5)=3
log K and log K get cancelled.
So,
log A/log 5=3
log A base 5=3
A=5^3
A=125
Hence, your answer is 125.
Hope you liked my answer.
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