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he internal height of the cylinder is 7m and the internal radius is 3.5 m. Calculate:The total area of the internal surface, excluding the base,(i)(ii)14The internal volume of the container in m3. |
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Answer» (i) Total area of the internal surface of the container excluding the base =Area of the internal curved surface of the cylinder + Area of the internal surface of the hemisphere = {2π × 3.5 × 7 × (3.5)^2} m^2= 2π × 3.5 (7 + 3.5) m^2= 231 m^2 (ii). The internal volume of the container = Volume of the cylinder + volume of the hemisphere = {π × (3.5)^2× 7 + (2/3)π × (3.5)^3} m^3= (1078/3) m^3= 359.3 m^3 |
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