A company makes cylindrical crackers that have a cylindrical hole in the middle. A large cylinder with a smaller cylindrical hole removed from the center. The diameter of the big cylinder is sixteen millimeters, the diameter of the smaller cylinder is eight millimeters. The height of both cylinders is eighteen millimeters. A large cylinder with a smaller cylindrical hole removed from the center. The diameter of the big cylinder is sixteen millimeters, the diameter of the smaller cylinder is eight millimeters. The height of both cylinders is eighteen millimeters. The diameter of the entire cracker is 16\text{ mm}16 mm16, start text, space, m, m, end text, the diameter of the hole is 8\text{ mm}8 mm8, start text, space, m, m, end text, and the cracker is 18\text{ mm}18 mm18, start text, space, m, m, end text long.

Respuesta :

There would be around [tex]2,714 mm3[/tex] of material required for each cylindrical cracker.

What is the Volume of a Cylinder ?

Volume of a cylinder = π r² h

The volume of the material used for each cylindrical cracker = Volume of entire cylindrical cracker - volume of cylindrical hole

Radius of entire cracker [tex](r) = 16/2 = 8 mm[/tex]

Height (h) = 18 mm

Volume of the entire cracker = π(8²)(18) ≈ 3,619 mm³

Radius of hole [tex](r) = 8/2 = 4 mm[/tex]

Height [tex](h) = 18 mm[/tex]

Volume of the entire cracker = π(4²)(18) ≈ 905 mm³

The volume of the material used for each cylindrical cracker [tex]= 3,619 - 905 = 2,714 mm³[/tex]

So the more about volume of cylinder visit.

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