Answer:
D) 3456 m
Step-by-step explanation:
Diameter of the cone = 48 m
Hence radius of the cone = [tex]\[\frac{48}{2}\][/tex] = 24 m
Height of the cone = 18 m
Volume of a cone is given as [tex]\[\frac{1}{3}*pi*radius^{2}*height\]
[/tex]
= [tex]\[\frac{1}{3}*pi*24^{2}*18\]
[/tex]
= [tex]\[\frac{1}{3}*pi*10368\]
[/tex]
= [tex]\[pi*3456\]
[/tex]
Hence among the given options, option D is the correct one.
