Answer:
270.96 cubic cm
Explanation:
Let's take the rubberized material as a full cylinder.
The rubberized material will therefore have a diameter of: 6.5 cm + 1 cm + 1 cm = 8.5 cm
The radius (r) of the material will be: r = ½(8.5) = 4.25 cm
The height (h) of the material = 11.5 cm
Volume of the material considering it as a whole cylinder = πr²h
= π*4.25²*11.5
= 652.57 cm³ (volume as a whole cylinder)
Let's find the volume of the can with the same height as the container
V = πr²h
r = ½(6.5) = 3.25 cm
h = 11.5 cm
Volume of the can with the same height as the material = π*3.25²*11 5
V = 381.61 cm³
✅Volume of the rubberized material that makes up the holder = volume of the material as a whole - volume of the can at the same height with the material
= 652.57 - 381.61
= 270.96 cm³
