The volume and curved surface area of a cylinder are 1650 cm^3 and 660m^3 , respectively. Find the radius and height of the cylinder
TheRealSherlock:
how can CSA be in m^3?
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Answered by
6
Volume=1650cm^3
πr^2h=1650
r^2h=75×7
r^2h=525____(1)
Csa=660
2πrh=660
rh=105
r=105/h____(2)
Putting value of r in eq(1)
105/h×105/h×h=525
21=h
Putting value of h in eq(2)
r=5
Answered by
0
volume of cylinder
curved surface area
where r = radius
h=height
but v=1650 cubic cm
a = 660 sq cm
hence radius (r)= 5 cm
hence height = 21 cm
curved surface area
where r = radius
h=height
but v=1650 cubic cm
a = 660 sq cm
hence radius (r)= 5 cm
hence height = 21 cm
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