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40. A conical vessel, with base radius 5 crand height 24 cm, is full of water. Thiwater is emptied into a cylindrical vessof base radius 10 cm. Find the height t |
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Answer» Internal radius of conical vessel = 5 cm Height = 24 cm Since the conical vessel is full of water, so volume of water = volume of vessel So, volume of water = 13πr2h = 13×227×52×24 = 44007 cm3 Now, this volume of water is emptied in a cylindrical vessel. So, suppose the height of level of water in the cylindrical vessel is h. and radius of base of cylindrical vessel = 10 cm So, volume of water in cylindrical vessel up to height h = π×102×h = 44007 cm3 ⇒227×100×h = 44007⇒h = 440022×100 = 2 Therefore, height of water level in cylindrical vessel = 2 cm |
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