The height of a cone is 28 cm and radius of its base is 21 cm. Find its curved surface area, total surface area and its volume.
Height = h = 28 cm
Radius of base = r = 21 cm
Curved surface area of cone = πrl
Where l = ![]()
⇒ l = ![]()
⇒ l = ![]()
⇒ l = ![]()
⇒ l = 35 cm
Therefore,
Curved surface area =
× 21 × 35
= 22 × 21 × 5
= 2310 cm2
Total surface area of cone = curved surface area + area of base
= 2310 + πr2
= 2310 +
× 21 × 21
= 2310 + 22 × 3 × 21
= 2310 + 1386
= 3696 cm2
Volume of cone =
πr2h
=
×
× 21 × 21 × 28
= 22 × 21 × 28
= 12936 cm3
Therefore, curved surface area is 2310 cm2, total surface area is 3696 cm2 and volume is 12936 cm3
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