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   Author  Topic: solve 2  (Read 225 times)
tony123
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solve 2  
« on: Jun 29th, 2007, 6:46am »
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sqrt(5 - x) +x^2 = 5
« Last Edit: Jun 29th, 2007, 6:49am by tony123 » IP Logged
jollytall
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Re: solve 2  
« Reply #1 on: Jun 29th, 2007, 12:01pm »
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if you do:
sqrt(5-x) = 5-x2
then squere it (requires 5-x>0 and 5-x2>0, see backtesting later)
5-x=25-10x2+x4
then
x4-10x2+x+20=0
or
(x2+x-5)*(x2-x-4)=0
then from here you have four potential solutions.
All the four have 5-x>0, but two have not 5-x2>0.
 
So the two solutions:
(sqrt(21)-1)/2 and (1-sqrt(17))/2
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