A CAN IS 12CM HIGH AND THE DIAMETER IS 8CM USING FORMULA :V = Π r2h HOW MUCH COCONUT IS IN THE CAN USE 3 VALUE FOR π
r = 4 cm, h = 12 cm ( and π = 3 )
V = π r² h = 3 · 4² · 12 = 3 · 16 · 12
V = 576 cm³
we know that
the volume of the can is equal to the formula
\(V=\pi r^{2} h\)
where
r is the radius of the can
h is the height of the can
In this problem we have
\(Diameter=8\ cm\\r=Diameter/2=8/2=4\ cm\\h=12\ cm\\\pi =3\)
Substitute the values in the formula
\(V=3*4^{2}*12\)
\(V=576\ cm^{3}\)
therefore
the answer is
\(576\ cm^{3}\ of\ coconut\)