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A wooden article was made by scooping out a hemisphere from each end of a cylinder. If the height of the cylinder is 20 cm and its base is of diameter 7 cm. Then find the Total surface Area of the article when it is ready....!!
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Answered by
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Hey!
If we consider a hemisphere is scooped out from cylinder.
Then it's total surface area will be
Curves surface area of cylinder +2*Total surface area of hemisphere
Curved surface area of cylinder=2*πrh
=439.82 cm^2
Curved surface area of hemisphere =2πr^2
= 2×π×3.5×3.5=76.96cm^2
so required surface area is =439.82+2×76.96
=593.74 cm^2
thanks !!
If we consider a hemisphere is scooped out from cylinder.
Then it's total surface area will be
Curves surface area of cylinder +2*Total surface area of hemisphere
Curved surface area of cylinder=2*πrh
=439.82 cm^2
Curved surface area of hemisphere =2πr^2
= 2×π×3.5×3.5=76.96cm^2
so required surface area is =439.82+2×76.96
=593.74 cm^2
thanks !!
Anonymous:
Mate plz correct this one
Answered by
0
area of article=CSA of cylinder +2*csa of hemisphere
radius (r)=7/2cm
h(of cylinder)=20cm
c.s.a of cylender=2πrh
=2*(22/7)*(7/2)*20
=22*20
=440cm^2
radius of sphere=7/2cm
CSA of sphere=2πr^2
=2*(22/7)*(7/2)*(7/2)
=77cm^2
the area of article = CSA of cylinder +2*csa of hemisphere
=440+154
=594cm^2
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radius (r)=7/2cm
h(of cylinder)=20cm
c.s.a of cylender=2πrh
=2*(22/7)*(7/2)*20
=22*20
=440cm^2
radius of sphere=7/2cm
CSA of sphere=2πr^2
=2*(22/7)*(7/2)*(7/2)
=77cm^2
the area of article = CSA of cylinder +2*csa of hemisphere
=440+154
=594cm^2
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