V = 1,809.56 units3
The volume is 4,071.5 ft3
73,991 cubic units.
Volume of the cylinder = pi8216 = 3216.991 cubic inches rounded to 3 decimal places
The volume of a cylinder is pi *r^2 * h where r is the radius of a circular base and h is the height. So plug in the values of r and h into the equation to get pi * 100 * 16 which simplifies to 1600pi units cubed
Its volume is: pi*16*6 = 96*pi cubic inches
The volume of a cylinder with a height of 16 and radius of 7 is: 2,460 cubic units.
The radius of this cylinder is 7.0525.
Volume = 9,651 cubic units.
The volume is 4,071.5 ft3
73,991 cubic units.
Let's pretend the radius of the cylinder's circular base is 4. You need to square the radius of the base first. In this case, we will do 4x4 which is 16. (4x4=radiusxradius). Next, you will do 16 (radius times radius) multiplied by pi. In our example, the we will do 16 times pi which is 50.26548246. Now, let's pretend the height of the cylinder is 7. We will multiply 50.26548246 by 7 and get 351.8583772. This is the volume of our cylinder.
Volume of the cylinder = pi8216 = 3216.991 cubic inches rounded to 3 decimal places
Volume of cylinder: pi*16*40 = 2010.619 cubic cm to three decimal places
The volume of a cylinder is pi *r^2 * h where r is the radius of a circular base and h is the height. So plug in the values of r and h into the equation to get pi * 100 * 16 which simplifies to 1600pi units cubed
Volume of a Cylinder = (pi)(r^2)(h) = pi(4^2)(12) = (pi)(16)(12) =
Its volume is: pi*16*6 = 96*pi cubic inches
I would say that the liquid rises by 1.77cm... This can be obtained as follows given that cylinder of radius(r)=2cm, height(h)=4cm is submerged in another cylinder, determining the volume of the cylinder being submerged =16*pi. When this cylinder is placed in another cylinder the liquid will rise by an amount which equals the volume of the cylinder being inserted.(By Archimedes principle). Using this 16*pi, determine the height using radius= 3cm , we get h=1.77cm