A tent is cylindrical in shape with a conical top above it. The radius of the base of the tent is 7m. The height of the cylindrical part is 20 m and the height of the conical part is 4 m. Find the area of canvas cloth needed to construct the tent.
Curved surface area of cylindrical part = 2π rh
= 2 ×
× 7 × 20
= 880 m2
For finding the surface area of the curved part of the cone we have to find l, the slant height.
l =
cm =
= 8.06 cm
... surface area of curved part of cone = π r l
=
× 7 × 8.06 m2
= 177.32 m2
∴ Total area of canvas needed = (880 + 177.32) m2
= 1057.32m2
= 2 ×
= 880 m2
For finding the surface area of the curved part of the cone we have to find l, the slant height.
l =
... surface area of curved part of cone = π r l
=
= 177.32 m2
∴ Total area of canvas needed = (880 + 177.32) m2
= 1057.32m2
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