A can of tuna has a diameter of 4 inches and a height of 3 inches. What is the volume of the can of
Submitted : 20180614 08:15:35 Popularity:
Tags: inches diameter tuna 3.14 volume
what is the volume of the can of tuna
A can of tuna is shaped like a cylinder. To determine its volume, multiply the area of the circle by the height.
Area = π * r^2, r = 2 inches
V = 3.14 * 2^2 * 3 = 37.68 in^3
37.68 cubic inches is the answer
Diameter of the can , D= 4 inches
Radius of the can, R= D/2=4/2= 2 inches
Height of the can, h = 3 inches.
Volume of the can , V= πR²h =πx2²x3 =3.14x12. inches ³ = 37.68 cubic inches
Volume of cylinder
= π r^2 h =
= π (2)(2) (3)
= 37.68 cubic inches
surface area times height. pi r^2 h = 12 pi. You figure it out because if you cannot, you need to learn.
radius r = 2 in
height h = 3 in
Volume = πr²h in³
You can finish from here.


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