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Presented By: 
Asmitha 
Deepika 
Nivedita 
Shivani
A cylinder can be defined as a solid figure bound by 
•A curved surface 
•Two flat surfaces called its bases 
•The bases made of congruent circles
The radius of 2 bases is the radius of the 
cylinder 
The line that passes through the centres of 
the 2 circular bases is perpendicular & is the 
height of the cylinder.
• In the above figures, some cylinders are straight & 
some are slant. 
• In case of straight cylinders, the height is at right angle to the 
base. Such cylinders are known as Right circular cylinders. 
• The part of the space enclosed by a Right circular 
cylinder is called its interior.
breadth 
length
An iron pipe has 35cm long height & diameter 20cm.Find its CSA 
& TSA. 
Solution: 
d = 20cm r = 10cm 
h = 35cm 
CSA = 2πrh 
= 2× × 10 × 35 
= 2200 cm2 
TSA = 2πr(r + h) 
= 2× × 10 (10 + 35) 
= 2× × 10 (45) 
= 2828.5714 cm2 
Therefore, CSA = 2200 cm2 & TSA = 2828.5714 cm2
Volume is the amount of 3-dimensional space an object 
occupies. A cylinder with radius r units and height h units has 
a volume of V cubic units given by
Find the volume of a cylindrical canister with radius 7 cm and height 
12 cm. 
Solution:
It is said that in 
1750, Euler 
derived the well 
known formula 
V + F = E + 2 to 
describe 
polyhedrons. 
It relates the number 
of faces, vertices, and 
edges of any 
polyhedron. It is 
written F + V = E + 2, 
where F is the number 
of faces, V the number 
of vertices, and E the 
number of edges.
Cylinders
Cylinders

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Cylinders

  • 1. Presented By: Asmitha Deepika Nivedita Shivani
  • 2. A cylinder can be defined as a solid figure bound by •A curved surface •Two flat surfaces called its bases •The bases made of congruent circles
  • 3. The radius of 2 bases is the radius of the cylinder The line that passes through the centres of the 2 circular bases is perpendicular & is the height of the cylinder.
  • 4. • In the above figures, some cylinders are straight & some are slant. • In case of straight cylinders, the height is at right angle to the base. Such cylinders are known as Right circular cylinders. • The part of the space enclosed by a Right circular cylinder is called its interior.
  • 6.
  • 7. An iron pipe has 35cm long height & diameter 20cm.Find its CSA & TSA. Solution: d = 20cm r = 10cm h = 35cm CSA = 2πrh = 2× × 10 × 35 = 2200 cm2 TSA = 2πr(r + h) = 2× × 10 (10 + 35) = 2× × 10 (45) = 2828.5714 cm2 Therefore, CSA = 2200 cm2 & TSA = 2828.5714 cm2
  • 8. Volume is the amount of 3-dimensional space an object occupies. A cylinder with radius r units and height h units has a volume of V cubic units given by
  • 9. Find the volume of a cylindrical canister with radius 7 cm and height 12 cm. Solution:
  • 10. It is said that in 1750, Euler derived the well known formula V + F = E + 2 to describe polyhedrons. It relates the number of faces, vertices, and edges of any polyhedron. It is written F + V = E + 2, where F is the number of faces, V the number of vertices, and E the number of edges.