a fruit tin has a square base with side 14 cm and height 18.5 cm . Another cylindrical tin has a diameter of base 14 cm and height 17.5 . Which tin has more capacity and how much ?
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33
The first cylinder is in the form of a cuboid.
the length of cuboid(l) = 14 cm
breadth of cuboid (b) =14 cm
height of cuboid (h) = 18.5 cm
volume of fruit tin(cuboid) = lbh
= 14 ×14×18.5
=3626 cm³
now
volume of cylinder =Πr²h
=22/7×7×7×17.5
= 2695 cm³
therefore , the cylinder tin has more capacity.
the length of cuboid(l) = 14 cm
breadth of cuboid (b) =14 cm
height of cuboid (h) = 18.5 cm
volume of fruit tin(cuboid) = lbh
= 14 ×14×18.5
=3626 cm³
now
volume of cylinder =Πr²h
=22/7×7×7×17.5
= 2695 cm³
therefore , the cylinder tin has more capacity.
Answered by
14
The fruit tin has square base ,
Length = 14 cm
Breadth = 14 cm
Given height = 18.5 cm
Volume of the fruit tin is = lbh
Volume of the fruit tin = 14×14×18.5
Volume of the fruit tin = 3626 cm³
Volume of cylindrical tin = πr²h
Given diameter = 14 cm
Radius = 7 cm
Height = 17.5 cm
Volume of cylindrical tin = 22/7×7×7×17.5 = 2695 cm³
Therefore the fruit tin has more capacity of volume of 3626 cm³
Length = 14 cm
Breadth = 14 cm
Given height = 18.5 cm
Volume of the fruit tin is = lbh
Volume of the fruit tin = 14×14×18.5
Volume of the fruit tin = 3626 cm³
Volume of cylindrical tin = πr²h
Given diameter = 14 cm
Radius = 7 cm
Height = 17.5 cm
Volume of cylindrical tin = 22/7×7×7×17.5 = 2695 cm³
Therefore the fruit tin has more capacity of volume of 3626 cm³
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