Answer:
True
Step-by-step explanation:
Can is shaped in the form of a cylinder :
Volume, V of a cylinder = πr²h
Volume if radius is doubled and height remains the same :
r = 2r
V = π(2r)²h
V = 4πr²h
Volume if height is doubled and radius remains the same ;
V = πr²h
If h = 2h
V = 2πr²h
Radius doubled ; V = 4πr²h
Height doubled ; V = 2πr²h
Hence, volume of can is greater with Radius doubled than with height doubled.
