Diameter = 30 cm => Radius = 15 cm.
Volume = 4/3*pi*R3 = 14137.2 cm3 = 14137.2/1000 litres = 14.137 litres.
Diameter = 30 cm => Radius = 15 cm.
Volume = 4/3*pi*R3 = 14137.2 cm3 = 14137.2/1000 litres = 14.137 litres.
Diameter = 30 cm => Radius = 15 cm.
Volume = 4/3*pi*R3 = 14137.2 cm3 = 14137.2/1000 litres = 14.137 litres.
Diameter = 30 cm => Radius = 15 cm.
Volume = 4/3*pi*R3 = 14137.2 cm3 = 14137.2/1000 litres = 14.137 litres.
Diameter = 30 cm => Radius = 15 cm.
Volume = 4/3*pi*R3 = 14137.2 cm3 = 14137.2/1000 litres = 14.137 litres.
Surface area of sphere: 4*pi*15^2 = 900*pi square cm
Volume = (length) x (width) x (height) = (20 x 5.2 x 30) = 3,120 cm3 = 3.12 liters
6000cm3
The volume is answered in cubic centimeters, which is typed out like this 1cm*5cm*6cm = 30 cm3
30cm = 300mm
Volume = 4/3*pi*153 = 14137.167 cubic cm rounded to 3 decimal places
339.3 liters.
Surface area of sphere: 4*pi*15^2 = 900*pi square cm
firstly liters can not be measured in cubics. actually a cubic meter can contain 1000 liters of water or any other substance which has a specific gravity equal to 1. so for your question which is 30cm x 30cm x 20cm =18,000 cu. cm. 1 cubic meter = (100 cm )^3 = 10,00,000 cu. cm => 18,000 cu. cm = 0.018 cu. meters
Volume = (90 x 40 x 30) = 108,000 cm3 = 108 liters
volume 20cm 30cm 20cm
circumference = diameter X pi pi = 3.1416 circumference = 30cm X 3.1416 = 94 cm
60cm
Volume = (length) x (width) x (height) = (20 x 5.2 x 30) = 3,120 cm3 = 3.12 liters
The formula for the volume of a cylinder is: V = radius2 x Pi x length30cm2 x 3.14 x 90 = about 254,340 cubic cm
A diameter of 30cm gives a radius of 15cm. The volume of a cylinder is {pi} x radius2 x height The volume required to fill to three quarters full is: volume = {pi} x (15cm)2 x 151cm x 3/4 ~= 80052cm3. 1 l = 1000cm3 => volume ~= 80.052 l So a little over 80 liters of water will be required, regardless of its density which will play a role in working out how much the 80+ liters of water will weigh (and thus whether the container is strong enough to actually contain it).
d = 9.55 cm