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Stuck on how to solve this equation

  • Thread starter adc85
  • Start date
  • #1
35
0
Trying to solve for x here...

(e^10-11)^-1*(-e^(10-x)-e^10-x) = p

So I try:

(-e^(10-x)-e^10-x) = (e^10-11)p
e^(10-x) = -(e^10-11)p-e^10-x
ln(e^(10-x)) = ln(-(e^10-11)p-e^10-x)
10-x = ln(-(e^10-11)p-e^10-x)

I get stuck there and don't know what to do. Any help appreciated.
 

Answers and Replies

  • #2
TD
Homework Helper
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I don't think this can be explicitly solved for x.
 
  • #3
dextercioby
Science Advisor
Homework Helper
Insights Author
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540
Typically a transcendental equation, no analytical methods to find a solution, if any. Best method, either find it through a graphical method (plot 2 graphs and the solution to your problem is/are the intersection point(s), if any.

Daniel.
 
  • #4
35
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I graphed the left side of the equation and then graphed the other side (p being X). They do not intersect anywhere. Guess my CDF (Cumulative Distribution Function) is wrong.

Ug and to think I got straight A's in all other Math courses so far. This one is just ridiculous. Never take Calculus-Based Statistics unless you have to for your major.
 

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