Cylinder figure:-
Height = 20m, L.S.A (Lateral Surface Area) = 2640m^2 . Find Radius and T.S.A (Total Surface Area) then.
Answers
Analysis→
Here we're given that the height of a cylinder is 20m. And the LSA(Lateral Surface Area) of the cylinder is 2640m². And we've to find the radius and the TSA(Total Surface Area) or the cylinder. And we know that :
Given→
- Height of Cylinder=20m
- LSA of Cylinder=
- Assuming pi( )=
To Find→
Radius and TSA of the cylinder.
Answer→
First let's find the radius with the help of the given LSA of the cylinder.
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Now we've found the radius of the cylinder, so let's find its total surface area ahead »
☞ Hence the radius of the cylinder is 21m and its total surface area is 5412m² which is the required answer.
HOPE IT HELPS.
Answer:
GIVEN
Height = 20m
L.S.A (Lateral Surface Area) = 2640m²
TO FIND
Radius and T.S.A (Total Surface Area)
SOLUTION
L.S.A = 2640
2πrh = 2640
22/7×r×20 = 1320
r = (1320×7)/(22×20)
r = 21 m
TSA = 2πr(r + h)
= 2 × 22/7 × 21 (21 + 20)
= 2 × 22 × 3 × 41
= 44 × 123
= 5412 m²
Step-by-step explanation: