A hollow iron pipe, which is 14cm long and has its external diameter 10cm. If the thickness of the pipe is 2cm and iron weighs 10g/ cm³, find the weight of the pipe?
Answers
Answered by
5
External radius(R)= 10-2= 5cm
Internal radius(r)= (5-2)= 3cm
l=14cm
Volume of the pipe= π(R²-r²)×l
=π(25-9)×14
=×16×14
=704cm³
Therefore weight of the pipe= volume×density
=704cm³×10g/cm³
=7040g
=7.04kg
Internal radius(r)= (5-2)= 3cm
l=14cm
Volume of the pipe= π(R²-r²)×l
=π(25-9)×14
=×16×14
=704cm³
Therefore weight of the pipe= volume×density
=704cm³×10g/cm³
=7040g
=7.04kg
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Answered by
2
R=5, r=3, l=14. Volume, V=Π(R²-r²)l=Π(16)(14)=Π(224)=22(32)=704. Mass, m=10(704)=7040gms. Mass of rod is 7.04 kgs
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