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May 22, 2024, 04:14:21 am

Author Topic: Solving for 'x' in difficult equation  (Read 799 times)  Share 

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Log0008

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Solving for 'x' in difficult equation
« on: June 21, 2015, 07:30:43 pm »
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Hello all,

I am just interested into how you solve the following for x

 
 

and it is g'(x) =-1

grannysmith

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Re: Solving for 'x' in difficult equation
« Reply #1 on: June 21, 2015, 07:47:17 pm »
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e^(-x/2)=e^(x/2) * e^(-1)

Log0008

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Re: Solving for 'x' in difficult equation
« Reply #2 on: June 21, 2015, 07:58:07 pm »
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That has confused me mor, my understanding was you had to let e^x/2=y then use quadratic formula (based on hint from teacher)

Stevensmay

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Re: Solving for 'x' in difficult equation
« Reply #3 on: June 21, 2015, 08:04:34 pm »
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That has confused me mor, my understanding was you had to let e^x/2=y then use quadratic formula (based on hint from teacher)

Multiply everything in your equation by e^(x/2), then rewrite it with y = e^(x/2).

Should end up with y^2 -2y - 1 = 0

fred42

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Re: Solving for 'x' in difficult equation
« Reply #4 on: June 22, 2015, 05:39:47 pm »
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Please see attached.