If one root of a quadratic equation is nth power of other then

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If one root is nth power of the other root of this equation x^(2)-ax+b=0 then b^(n/(n+1))+b^(1/... If one root is nth power of the other root of this equation x^(2)-ax+b=0 then b^(n/(n+1))+b^(1/...
Prove following relationship given that one root of a*square(x)+bx+c=0 is nth power of the other. Prove following relationship given that one root of a*square(x)+bx+c=0 is nth power of the other.
If one root of Quadratic equation is nth power of the other: ( a^n. c)^(1/n+1)+(a .c^n)^(1/n+1)+ b=0 If one root of Quadratic equation is nth power of the other: ( a^n. c)^(1/n+1)+(a .c^n)^(1/n+1)+ b=0
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