Q. If the radius of the cylinder is 4 cm and height is 14 cm, then the volume of the cylinder is:
(a) 352cm³
(b) 350cm³
(c) 704cm³
(d) 200cm³
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Given, height 14cm and diameter =4cm
Given, height 14cm and diameter =4cmVolume of a Cylinder of Radius "R" and height "h" =πR
Given, height 14cm and diameter =4cmVolume of a Cylinder of Radius "R" and height "h" =πR 2
Given, height 14cm and diameter =4cmVolume of a Cylinder of Radius "R" and height "h" =πR 2 h
Given, height 14cm and diameter =4cmVolume of a Cylinder of Radius "R" and height "h" =πR 2 hRadius of the base =
Given, height 14cm and diameter =4cmVolume of a Cylinder of Radius "R" and height "h" =πR 2 hRadius of the base = 2
Given, height 14cm and diameter =4cmVolume of a Cylinder of Radius "R" and height "h" =πR 2 hRadius of the base = 24
Given, height 14cm and diameter =4cmVolume of a Cylinder of Radius "R" and height "h" =πR 2 hRadius of the base = 24
Given, height 14cm and diameter =4cmVolume of a Cylinder of Radius "R" and height "h" =πR 2 hRadius of the base = 24 =2cm
Given, height 14cm and diameter =4cmVolume of a Cylinder of Radius "R" and height "h" =πR 2 hRadius of the base = 24 =2cmHence, volume of the given cylinder =
Given, height 14cm and diameter =4cmVolume of a Cylinder of Radius "R" and height "h" =πR 2 hRadius of the base = 24 =2cmHence, volume of the given cylinder = 7
Given, height 14cm and diameter =4cmVolume of a Cylinder of Radius "R" and height "h" =πR 2 hRadius of the base = 24 =2cmHence, volume of the given cylinder = 722
Given, height 14cm and diameter =4cmVolume of a Cylinder of Radius "R" and height "h" =πR 2 hRadius of the base = 24 =2cmHence, volume of the given cylinder = 722
Given, height 14cm and diameter =4cmVolume of a Cylinder of Radius "R" and height "h" =πR 2 hRadius of the base = 24 =2cmHence, volume of the given cylinder = 722 ×2×2×14=176cm
Given, height 14cm and diameter =4cmVolume of a Cylinder of Radius "R" and height "h" =πR 2 hRadius of the base = 24 =2cmHence, volume of the given cylinder = 722 ×2×2×14=176cm 3
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