A right cone is inscribed in a sphere of radius \( R \). Let \( S=f...

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A right cone is inscribed in a sphere of radius \( R \). Let \( S=f(x) \) be the functional relationship between the lateral surface area \( S \) of the cone and its generatrix \( x \).
- \( S^{2} \) is a polynomal of degree
(a) 4
(b) 5
(c) 3
(d) 6
W)
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