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Option 2 : 2 cm
Given:
Internal radius of vessel = 5cm
Height of vessel = 24cm
Formula:
Let Inner radius = r, Outer radius = R and h = height and l = slant = height
Volume of cone = 1/3 × πr2h
Volume of cylinder = πr2h
Calculation:
Volume of conical vessel = (1/3 × π × 52 × 24) cm3
Volume of cylindrical vessel = (π × 102 × height) cm3
Then,
(1/3 × π × 52 × 24) = (π × 102 × height)
Height of cylindrical vessel = 2 cm
∴ water rises by 2cm.
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