Mensuration >> Cylinder

Radius of a cylinder with area of its base - Cylinder - Mensuration problem solver

A cylinder has the base area of 616 cm square. Find its radius.

radius of a cylinder with area of its base

area = 616
r =  sqrt( A / PI )
radius = sqrt( 616 / PI )
radius = 14
radius = 14
d =  r * 2
diameter = 14 * 2
diameter = 28
So the diameter is 28
r =  d / 2
radius = 28 / 2
So the radius is 14

Cylinder :

A cylinder is a closed solid that has two parallel (usually circular) bases connected by a curved surface.

Cylinder Formulas :

A =  PI * r * r

C =  2 * PI * r

d =  r * 2

r =  d / 2

V =  PI * r * r * h

TSA =  2 * PI * r * ( r + h )

BSA =  PI * r * r * h

density =  m / V

CSA =  2 * PI * r * h

h =  CSA / C


where,

d = diameter
A = area
C = circumference
r = radius
V = volume
CSA = curved surface area
TSA = total surface area
BSA = base surface area
density = density
m = mass
h = height
u = unit

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