Mathematics, 24.11.2021 21:00, tot92

A cuboid has a height of h cm and a square base with sides x cm each. the volume of the cuboid is 343 cm^3. a) Show that the total surface area of the cuboid, A= 2x^2 + 1372/x

b) Determine the value of x that makes the value of A is minimum

c) Hence, find the minimum value of A

A cuboid has a height of h cm and a square base with sides x cm each. the volume of the cuboid is 3

Answers: 1

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A cuboid has a height of h cm and a square base with sides x cm each. the volume of the cuboid is 34...

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A cuboid has a height of h cm and a square base with sides x cm each. the volume of the cuboid is 343 cm^3. a) Show that the total surface area of the cuboid, A= 2x^2 + 1372/xb) Determine the value of x that makes the value of A is minimumc) Hence, find the minimum value of A

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A cuboid has a height of h cm and a square base with sides x cm each. the volume of the cuboid is 343 cm^3. a) Show that the total surface area of the cuboid, A= 2x^2 + 1372/x

b) Determine the value of x that makes the value of A is minimum

c) Hence, find the minimum value of A