A right-circular cylinder having its radius and reight 10 cm is cut into
3 equal parts along its diameter. Find the volume of the middle part
Answers
Given : A right-circular cylinder having its radius and height 10 cm is cut into 3 equal parts along its diameter.
To Find : the volume of the middle part
Solution:
Radius = 10 m
Height = 10 m
Volume = (1/3)πr²h = π * 10² * 10 = 1000π cm³
Cut in 3 Equal parts
Hence Volume of each part = (1/3) * 1000π cm³
Volume of middle part = 1000π / 3 cm³
Question would have been interesting if its been a cone as then volume of each part will change
if total volume is 27k then top part is k and middle part is( 8k - k) = 7k
Hence middle part volume = ( 7/27) of volume of original cone.
Learn More:
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in a solid hemisphere the circumference of circular base
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Step-by-step explanation:
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