Answer:
The exponential equation which is equivalent to the logarithmic equation
log 300=a is [tex]e^a=300[/tex]
Step-by-step explanation:
We are given a logarithmic equation:
log 300 =a
we have to convert this to exponential equation
Taking exponential on both sides of the equation, we get
[tex]e^{log 300} =e^a\\\\300=e^a[/tex]
(since [tex]e^{logx}=x[/tex])
The exponential equation which is equivalent to the logarithmic equation
log 300=a is [tex]e^a=300[/tex]
