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Question Number 3950 by Rasheed Soomro last updated on 25/Dec/15
We can make a cyllinder from a  rectangle by connecting its opposite  edges.  Suppose we have two copies of a  non−square rectangle.From  one copy we make a long cyllinder  by connecting long edges of it   whereas from other copy by connecting  short edges a short cyllinder is made.  Compare the volumes of these two  cyllinders.
Wecanmakeacyllinderfromarectanglebyconnectingitsoppositeedges.Supposewehavetwocopiesofanonsquarerectangle.Fromonecopywemakealongcyllinderbyconnectinglongedgesofitwhereasfromothercopybyconnectingshortedgesashortcyllinderismade.Comparethevolumesofthesetwocyllinders.
Answered by prakash jain last updated on 25/Dec/15
a=length, b width  case i: radius=(a/(2π)), volume=π(a^2 /(4π^2 ))b=((a^2 b)/(4π))  case ii: radius=(b/(2π)), volume=π(b^2 /(4π^2 ))a=((b^2 a)/(4π))  ratio=(a/b)
a=length,bwidthcasei:radius=a2π,volume=πa24π2b=a2b4πcaseii:radius=b2π,volume=πb24π2a=b2a4πratio=ab
Commented by Rasheed Soomro last updated on 25/Dec/15
T h α n kS!  It means cyllinder of greater height has   small volume.  ((Cyllinder of height b)/(Cyllinder of height a))=(a/b)
ThαnkS!Itmeanscyllinderofgreaterheighthassmallvolume.CyllinderofheightbCyllinderofheighta=ab

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