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cylinden whichalo |
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Answer» Given: Edge of a cube= 14 cm Volume of the largest right circular cylinder = Volume of the cylinder with diameter of base 14 cm and height 14 cm Radius of cylinder= diameter/2= 14/2=7 cm Height of cylinder = 14 cm Volume of cylinder = πr²h Vol. of largest right circular cylinder = (22/7)×(7)²×14 = 22×(7)²×2 = 22×49×2 = 2156 cm² Hence, the volume of the largest right circular cylinder which can be cut of a cube, each edge of which is 14 cm long is 2156 cm² |
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