Find the perimeter of a rectangle with a width of \(5\) yards and a length of \(8\) yards.

Find the circumference of each coin.

1. Diameter \(=23.25\) millimeters

2. Radius \(=0.52\) inches

If the circumference of the Earth is about \(24,900\) miles at the equator, what is the diameter of the Earth to the nearest \(10\) miles?

A parallelogram has a base of \(5\) centimeters and a height of \(2\) centimeters. Find the area.

A triangle has a base of \(6\) centimeters and a height of \(3\) centimeters. Find the area.

Find the area of each stamp.
a. Each side is 35.0 millimeters
b. Base \(=25 / 8\) inches, Height \(=11 / 4\) inches
c. Length \(=1.56\) inches, Width \(=0.99\) inches

A circular stamp has a radius of \(14.5\) millimeters. Find its area to the nearest whole number.

Find the surface area of a box with a width of \(3\) inches, a length of \(4\) inches, and a height of \(5\) inches.

A drinking straw has a radius of \(0.125\) inch and a length of \(6\) inches. How much material was used to make the straw?

A figure is composed of a right circular cylinder with half a sphere on top. The cylinder has a radius of \(5\) inches and a height of \(10\) inches. Find the surface area of the figure assuming it is closed on the bottom.

Find the volume of a rectangular solid with length \(15\) inches, width is \(3\) inches, and height \(5\) inches.

A drinking straw has a radius of \(0.125\) inch and a length of \(6\) inches. To the nearest thousandth, find the volume of the liquid that it will hold.

Find the volume of a cone with a radius \(3\) centimeters and height \(5\) centimeters.

A figure is composed of a right circular cylinder with half a sphere on top. To the nearest tenth, find the total volume enclosed by the figure.