Respuesta :
r=4 in
h=15 in
The paint can is a cylinder. The volume of the cylinder is: V=S×h (S stands for the area of the base, h is for height).
The area of our cylinder's base is a circle, so:
S=πr²=4²×π=16π≈50.24 (in²)
Thus, the volume is:
V≈50.24×15≈753.6 (in³)
h=15 in
The paint can is a cylinder. The volume of the cylinder is: V=S×h (S stands for the area of the base, h is for height).
The area of our cylinder's base is a circle, so:
S=πr²=4²×π=16π≈50.24 (in²)
Thus, the volume is:
V≈50.24×15≈753.6 (in³)
The area of our cylinder's base is a circle. The volume of the paint is V=753.6 inches square.
We have given that,
r=4 inches
h=15 inches
The paint can is a cylinder.
What is the volume of a cylinder?
The volume of the cylinder is
V=S×h
(S stands for the area of the base, h is for height).
The area of our cylinder's base is a circle,
[tex]S=\pi r^2=4^2\times\pi =16\pi = 50.24 (in^2)[/tex]
Thus, the volume is
[tex]V=50.24 \times 15=753.6 (in^2)[/tex]
Therefore, The volume of the paint is V=753.6 in^2
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