If the equation anxn +an-1xn-1 +....... +a1x =0, a1 ≠ 0, n≥2, has a positive root x = α, then the equation nanxn-1 + (n-1)an-1xn-2 +......+a1 = 0 has a positive root, which is
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greater than α
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smaller than α
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greater than or equal to α
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equal to α
B.
smaller than α
f(0) = 0, f(α) = 0
⇒ f′(k) = 0 for some k∈(0, α).



