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A sol id tot is inJor calindes withaand a Cone at end This Commen diameks 42 m and the heigkt ol the cyedindhical and Cenicala hemispherical Shape at one endthe othePo tions are 10 om and t om Respectively Find the Volumea the lo lid to |
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Answer» Height of the conical portion = 7 cm and height of the cylindrical portion = 12 cm Radius = Diameter/2 = 4.2/2 = 2.1 cm Volume of the solid toy = Volume of the conical portion + Volume of the cylindrical portion + Volume of the hemispherical portion ⇒1/3πr²h +πr²h + 2/3πr³ ⇒ (1/3*22/7*2.1*2.1*7) + (22/7*2.1*2.1*12) + 2/3*22/7*2.1*2.1*2.1 ⇒ 679.14/21 + 1164.24/7 + 407.484/21 ⇒ (32.14 cu cm) + (166.32 cu cm) + (19.404 cu cm) ⇒ 217.864 cu cm Like my answer if you find it useful! |
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