Question
A cylindrical tank has a base radius of 6.5m and height 7.25m calculate the total surface area if One end is open and also it volume
Answers
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Total surface area of the cylinder with one end open can be calculated as:
Area of the curved surface = 2πrh
= 2 x π x 6.5 x 7.25
= 316.25 m²
Area of the circular base = πr²
= π x (6.5)²
= 132.73 m²
Total surface area = Area of the curved surface + Area of the circular base
= 316.25 + 132.73
= 448.98 m²
The volume of the cylinder can be calculated as:
Volume = πr²h
= π x (6.5)² x 7.25
= 1683.77 m³
Therefore, the total surface area of the cylinder with one end open is 448.98 m² and its volume is 1683.77 m³.
Area of the curved surface = 2πrh
= 2 x π x 6.5 x 7.25
= 316.25 m²
Area of the circular base = πr²
= π x (6.5)²
= 132.73 m²
Total surface area = Area of the curved surface + Area of the circular base
= 316.25 + 132.73
= 448.98 m²
The volume of the cylinder can be calculated as:
Volume = πr²h
= π x (6.5)² x 7.25
= 1683.77 m³
Therefore, the total surface area of the cylinder with one end open is 448.98 m² and its volume is 1683.77 m³.