A conical box is exactly fitted inside the cuboidal box of side a . Then the volume of the block is 4πa3 . Is it true
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No is the answer
Step-by-step explanation:
A conical box is exactly fitted inside the cuboidal box of side a .
Then the volume of the block is 4πa3 . Is it true?
===============
- The volume of the cuboidal box = a³ as it's side is a
- A conical box fits inside cuboidal box, so it should be smaller in volume but it has volume of 4π a³ whch is 4π times exceeds the volume of the cube.
So the answer is FALSE
Hope it helps
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