How do you solve ln x=1/2x-1/2?

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The discussion revolves around solving the equation ln x = 1/2x - 1/2. Participants emphasize the importance of clarity in mathematical notation, suggesting the use of parentheses to avoid ambiguity. There is a strong insistence on the necessity for the original poster to demonstrate their own work before receiving assistance. The thread also highlights that lack of effort can lead to the locking of the discussion. Clear communication and personal effort are essential for effective problem-solving in mathematical forums.
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How do you solve ln x=1/2x-1/2?

Please show every step.

Thanks.
 
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We can't help you if you don't shop some work, we're not here to simply show every step of a problem.
 
johann1301 said:
How do you solve ln x=1/2x-1/2?

Please show every step.

Thanks.

You need to learn to use parentheses. What you have written reads as
\ln \, x = \frac{1}{2x} - \frac{1}{2}. If that is what you meant, then fine (although you could make it clearer by writing (1/2x) - 1/2 on the right). If you meant to write
\ln \, x = \frac{1}{2x - 1/2}, then you need brackets, like this: 1/(2x - 1/2). If you meant something else entirely, you really will have to write it correctly and readably.

And, as others have said, you need to do some of your own work first, and show what you have done.

RGV
 
Locked for not providing effort. Feel free to report such threads.
 
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