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Emmanuel Thon Mading

Emmanuel Thon M.

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INSTANT ANSWER

Section "B" (60 marks) Attempt any 5 questions (all questions in this section carry equal marks) 11. (i) The figure below shows a conical tank that has a diameter of \( 4 m \) and a height of \( 5 m \). Calculate its volume in \( \mathrm{cm}^{3} \) (4 Marks)

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INSTANT ANSWER

Given: a) \( F=\left\langle x^{2}, 0, x z\right\rangle \) b) the surface \( S \) that is the boundary of the solid between \( \mathrm{z}=0 \) and \( \mathrm{z}=\mathrm{x}^{2} \) c) \( x \) ranges from 0 to \( 2, y \) ranges from -2 to 2 fofe the Divergence Theorem to find \( \iint_{s} \vec{F} \cdot n \) dS

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INSTANT ANSWER

Given: a) \( F=\left\langle x^{2}, 0, x z\right\rangle \) b) the surface \( S \) that is the boundary of the solid between \( \mathrm{z}=0 \) and \( \mathrm{z}=\mathrm{x}^{2} \) c) \( x \) ranges from 0 to \( 2, y \) ranges from -2 to 2 fofe the Divergence Theorem to find \( \iint_{s} \vec{F} \cdot n \) dS

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INSTANT ANSWER

Given: a) \( F=\left\langle x^{2}, 0, x z\right\rangle \) b) the surface \( S \) that is the boundary of the solid between \( \mathrm{z}=0 \) and \( \mathrm{z}=\mathrm{x}^{2} \) c) \( x \) ranges from 0 to \( 2, y \) ranges from -2 to 2 fofe the Divergence Theorem to find \( \iint_{s} \vec{F} \cdot n \) dS

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INSTANT ANSWER

a) ( F=leftlangle x^{2}, 0, x zrightrangle )b) the surface ( S ) that is the boundary of the solid between ( z=0 ) and ( z=x^{2} )c) ( x ) ranges from 0 to ( 2, y ) ranges from -2 to 2the Divergence Theorem to find ( iint_{S} vec{F} cdot n ) dS

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