If the roots of the equation `a x^2-b x+c=0a r ealpha,beta,`
then the roots of the equation `b^2c x^2-a b^(2x)+a^3=0`
are
`1/(alpha^3+alphabeta),1/(beta^3+alphabeta)`
b. `1/(alpha^2+alphabeta),1/(beta^2+alphabeta)`
c. `1/(alpha^4+alphabeta),1/(beta^4+alphabeta)`
d. none of these
A. `(1)/(alpha^(3) + alphabeta), (1)/(beta^(3) + alphabeta)`
B. `(1)/(alpha^(2) + alphabeta), (1)/(beta^(2) + alphabeta)`
C. `(1)/(alpha^(4) + alphabeta), (1)/(beta^(4) + alphabeta)`
D. none of these