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The roots of the equation ax^(3)+bx^(2) +cx+d=0, are alpha_(1), alpha_(2), alpha_(3) and roots of g(z)=az^(3) +(f''(y)z^(2))/(2!) +(f'(y))/(1!) z+f(y)=0 are beta_(1), beta_(2), beta_(3), then alpha_(1)-beta_(1) equals |
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Answer» `alpha_(2)-beta_(2)` |
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