Question

For every question, evaluate the three provided quantities, compute their respective values, and analyze how they compare to each other.

Quantity I: A sphere has a

Q: Quantity I: A sphere has a total surface area of 2464 m². Calculate the sphere’s volume. Quant

ATQQuantityISo4227rr2464r14mSothevolumeis227141414431149866mQuantityIIRadiusis28111422mheightis28226mSovolumeis1322722226304228mQuantityIIIThesideofthecubeis4mSothelengthofthecuboidis45210mThebreadthofthecuboidis10356mTheheightofthecuboidis107514mSovolumeis10614840mQuantityIQuantityIIQuantityIII

total surface area of 2464 m². Calculate the sphere’s volume. Quantity II: For a cone, the sum of its radius and height is 28 m, and the ratio of the radius to the height is 11:3. Determine the cone’s volume. Quantity III: The side of a cube and the length of a cuboid are in the ratio 2:5. The cube has a volume of 64 m³. Furthermore, the ratios of the length to breadth and length to height of the cuboid are 5:3 and 5:7, respectively. Find the cuboid’s volume.

A Quantity I < Quantity II > Quantity Ill

B Quantity I > Quantity II = Quantity Ill

C Quantity I > Quantity II > Quantity Ill

D Quantity I > Quantity II < Quantity Ill

E Quantity I < Quantity II < Quantity Ill

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