If x/b + b/x = a/b + b/a the roots of the equation are
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(x+b)/(a-b) = (x-b)/(a+b).
or (x+b)/(x-b) = (a-b)/(a+b) .
Apply componendo and dividendo .
(x+b+x-b)/(x+b-x+b) =(a-b+a+b) /(a-b-a-b).
2x/2b = 2a/-2b .
or x/b =-a/b.
or x = - a . Answer.
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· Answer requested by Aparna C
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Gaurav Kumar Kukreja, former SEO Executive at Self-Employment (2016-2018)
Answered May 29, 2018
(X+b)/(a-b)=(x-b)/(a+b)
(x+b)(a+b)=(a-b)(x-b)
ax+bx+ab+b² = ax-ab-bx+b²
bx+ab = -ab-bx
2bx= -2ab
x= -a
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