How do I get rid of the ln?

Question

solve for x in ln(x) = -1

Answer 1

x = e^-1

x = 1/e

Answer 2

Oh, don't get rid, the ln function is one of the most important, has applications in many areas Just solve it.

Just note ln means log in basis e. The inverse of the base has always log -1. So, ln(x) = -1 implies x =1/e.

Answer 3

The log of a number to a given base is the power to which the base must be raised to give the number.

In this case:-
ln x = - 1
Number is x
Base is e
Power is (- 1)

x = e^(-1)
x = 0.368

Answer 4

alll you do is subtract the cintermeter and the inch like for a example a cemiter goes to 20 and a inch goes to15 you divide 0 from 15 you no it is 0 so add 1to 20 then divide it by 0

Answer 5

e^x is the inverse of ln(x), so e^[ln(x)] = x.

Doing the same thing to the other side of the equation:

x = e^(-1);
x=1/x

Answer 6

e^ln(x)=e^-1
x=e^-1

Answer 7

well In(x)=-1
x=e^-1