a cylindrical vessel open at the top has a radius 10 cm and height 14 cm find the total surface area of the visual (take Pi 3.14)
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Answered by
2
surface area of the cylinder = csa of the cylinder+surface area of the circle
CSA OF THE CYLINDER = 2×pi×r×h
=2×3.14×10×14
=879.2cm^2
SURFACE AREA OF CIRCLE= pi×r^2
= 3.14×10×10
=314cm^2
surface area of cylinder = 879.2+314
=1193.2cm^2
hope it helps
CSA OF THE CYLINDER = 2×pi×r×h
=2×3.14×10×14
=879.2cm^2
SURFACE AREA OF CIRCLE= pi×r^2
= 3.14×10×10
=314cm^2
surface area of cylinder = 879.2+314
=1193.2cm^2
hope it helps
Answered by
1
radius=10 cm
height=14cm
TSA of vessel = (2πrh + πr²)
(2×3.14×14)+(3.14×10×10)
(879.2+314)
1193.2cm²
height=14cm
TSA of vessel = (2πrh + πr²)
(2×3.14×14)+(3.14×10×10)
(879.2+314)
1193.2cm²
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