This question is a branch of my previous question.
I'm trying to reverse an equation. I did everything I thought I was suppose to do, but I reached an impass. I have no idea how to reduce passed initial / X
an get to removing the antilog (that too I'm not sure how to remove).
I started with (the values are faked):
10 = 5 + ( 10 / X ) + ( 5 * X ) + ( 10 * log( X ) )
I then tried to remove X
from the denominator.
10X = 5X + 10 +( 5X * X^2 ) + ( 10X * log( X )X )
Then I divided the X
from the multiplication parenthesis.
10 = 5 + ( 10 / X ) + ( 5 * X ) + ( 10 * log( X ) )
If I did everything correctly, I haven't done anything to this equation. All I can figure out to do is just recurssively add and remove * X
to each of these terms. Further once I finally break it down I'm not sure how to remove the log( X )
, but that is another question I think.
What am I missing to cancel out the X
's?