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Take , unless stated otherwise. Find the height of the cylinder. Volume of the sphere If h is the height of a cylinder of radius 6 cm.
Find the radius of the resulting sphere. Sum of the volumes of 3 gives spheres. Let R be Class 10th Ncert 13.3 Exercise Name the radius of the new spheres whose volume is the sum of the volumes of 3 given spheres.
Find the height of the platform. Let h m be the required height of the platform. The volume of the platform will be equal to the volume of the earth dug out from the well. The earth taken out of it has been spread evenly all around it in the shape of a circular ring of width 4 m to form an embankment.
Find the height of the embankment. Let h be the required height of the embankment. Since, the ice cream is to be filled from a cylindrical container, the volume of the ice cream filled into cones will be same as the volume of the ice cream in cylindrical container.
Since, the silver coins to be melted and recast into a single solid cuboid then the cuboid formed by recasting these coins will be same in volume as the sum of the volumes of these coins. This bucket is emptied on the ground and a conical heap of sand is formed. Find the radius and slant height of the heap. Since, a cylindrical bucket filled with sand, emptied on the ground and a conical heap of sand is formed. Then the volume of sand in the cylindrical bucket will be same as the volume the conical heap of sand.
Class 10 Maths Solutions. Surface Areas and Volumes. Book a Free Class. Exercise Chapter 13 Ex. Ncert Class 10 Exercise Related Sections.
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