The total surface area of a cylinder of radius 5 cm is 660 cm^2. Find the height of the cylinder
Answers
Answered by
22
R = 5cm
Total surface area = 660 cm sq.
i.e., 2*22/7*5(5+h) = 660
5+h = 660*7/2*22*5 = 21cm
h = 21-5 = 16 cm
Total surface area = 660 cm sq.
i.e., 2*22/7*5(5+h) = 660
5+h = 660*7/2*22*5 = 21cm
h = 21-5 = 16 cm
Answered by
7
Given,
The total surface area of a cylinder = 660 cm².
The radius of the cylinder = 5 cm.
To Find,
The height of the cylinder.
Solution,
The formula for calculating the total surface area of a cylinder is
T.S.A = 2πr(r+h)
where,
r is the radius of the cylinder and h is the height of the cylinder.
Now, it is given that
Total surface area = 660 cm sq.
So,
2*22/7*5(5+h) = 660
5+h = 660*7/2*22*5 = 21cm
h = 21-5 = 16 cm
Hence, the height of the cylinder is 16 cm.
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