Change the logarithmic statement to an equivalent statement involving an exponen

banganX

banganX

Answered question

2021-10-25

Change the logarithmic statement to an equivalent statement involving an exponent.
lnx=4

Answer & Explanation

Neelam Wainwright

Neelam Wainwright

Skilled2021-10-26Added 102 answers

The power to which a number must be increased in order to obtain another number is known as a logarithm. If loga(x)=b  then  x=ab. a is the base of the logarithm. 
The most often used logarithms are those with base 10, and they are denoted by the letter log. The base of the natural logarithms, e, is an irrational number that is roughly equal to 2.7182818 and is denoted by the symbol ln.

Our logarithm - natural logarithm as it is represented using ln  as  lnx=4.
lnx=4
It has base e as it is natural logarithm. 
x=e4..Use logarithm property  loga(x)=b  then  x=ab 
The given logarithm is written using exponent as x=e4, e is a irrational number which is approximately equal to 2.7182818.....

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