# Thread: natural logarithmic rules of the form ln(a-c)

1. ## natural logarithmic rules of the form ln(a-c)

Hi,

Is there any way for me to simplify the expression below? Preferably with theta isolated outside of the natural log?

Any help would be much appreciated!

2. ## Re: natural logarithmic rules of the form ln(a-c)

I don't think so.

3. ## Re: natural logarithmic rules of the form ln(a-c)

Originally Posted by visserthree
Hi,

Is there any way for me to simplify the expression below? Preferably with theta isolated outside of the natural log?

Any help would be much appreciated!
The only thing you could do is to factorise the expression, but that still won't isolate theta.

4. ## Re: natural logarithmic rules of the form ln(a-c)

Even then, $\displaystyle h^{\theta} - g^{\theta}$ can't really be factored (unless $\displaystyle \theta$ is an integer).

5. ## Re: natural logarithmic rules of the form ln(a-c)

Thanks for helping me confirm that there's no further simplification possible.