jee-main 2018 Q82

jee-main · India · 15apr_shift1 Stationary points and optimisation Geometric or applied optimisation problem

If a right circular cone having maximum volume, is inscribed in a sphere of radius 3 cm , then the curved surface area ( $\mathrm { in } \mathrm { cm } ^ { 2 }$ ) of this cone is
(1) $8 \sqrt { 3 } \pi$
(2) $6 \sqrt { 2 } \pi$
(3) $6 \sqrt { 3 } \pi$
(4) $8 \sqrt { 2 } \pi$

If a right circular cone having maximum volume, is inscribed in a sphere of radius 3 cm , then the curved surface area ( $\mathrm { in } \mathrm { cm } ^ { 2 }$ ) of this cone is\\
(1) $8 \sqrt { 3 } \pi$\\
(2) $6 \sqrt { 2 } \pi$\\
(3) $6 \sqrt { 3 } \pi$\\
(4) $8 \sqrt { 2 } \pi$

Paper Questions

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