There are 2 water tankers one cylinder with diameter 14 and height 4 and a cube with 8cm edge
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Volume of tanker which is of cylinder shape = πr^2h
radius = diameter / 2
= 14cm / 2 = 7cm.
volume = ( 22/7 × 7 × 7 × 4)
= ( 22 × 7 × 4 ) cm^3
= ( 154 × 4 ) cm^3
= 616 cm^3
Now,
volume of cube = edge^3
= 8^3 cm^3 = 512cm^3.
So, the volume of cylinder is greater than that of cube.
By ( 616 cm^3 - 512 cm^3 )
= 104 cm^3.
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radius = diameter / 2
= 14cm / 2 = 7cm.
volume = ( 22/7 × 7 × 7 × 4)
= ( 22 × 7 × 4 ) cm^3
= ( 154 × 4 ) cm^3
= 616 cm^3
Now,
volume of cube = edge^3
= 8^3 cm^3 = 512cm^3.
So, the volume of cylinder is greater than that of cube.
By ( 616 cm^3 - 512 cm^3 )
= 104 cm^3.
mark as brainliest.
huh36:
There are two tankers one cylinder with diameter 14m and height 4 m and other is cube with edge 8 m which tank has larger volume and by how
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