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Consider the following statements:
1. If the height of a cylinder is doubled, the area of the curved surface is doubled.
2. If the radius of a hemispherical solid is doubled, its total surface area becomes fourfold.
Which of the above statements is/are correct?
1 only
2 only
Both 1 and 2
Neither 1 nor 2
Let r and h be the original radius and height of the cylinder, respectively Therefore, initial curved surface area of the cylinder, C = 2πrh New height of the cylinder = 2h Therefore, new curved surface area of the cylinder, C′=2πr×2h=2×2πrh Initial curved surface area of the cylinder. Hence, statement 1 is correct. Let r be the original radius of the hemisphere. Therefore, initial total surface area of the hemisphere,C=3πr2 New radius of the hemisphere = 2r Therefore, new total surface area ofthe hemisphere C′=3π(2r)2=4×3πr2=4× Initial total surface area of the hemisphere Hence, statement 2 is correct.
By: Munesh Kumari ProfileResourcesReport error
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