Question

A conical solid block is exactly fitted inside the cubical box of sideathen the volume of conical
3.
solid block is Era Is this statement true? Justify your answer.​

Answer 1

Answer:

Now, according to the question, if the solid conical block is exactly fitted inside the cubical box, then we can see that the radius (r) = a2 and height (h) = a. So, volume of conical solid block = πr2h3 = π(a2)2a3 = πa312.

Step-by-step explanation:

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Answer 2

No given statement is false

Because volume of conical block should not be greater than volume of cube if it is fitted exactly inside it.

Volume of cube is a

3

but given volume of conical body is 4πa

3

/3, which will be greater