Jeremy makes a paperweight for his mother in the shape of a square pyramid. The base of the pyramid has a side length of 4 centimeters, and the lateral faces have heights of 5 centimeters. After he finishes, he realizes that the paperweight is too small and decides to make another one. To make the second pyramid, he doubles the length of the base in the first pyramid.

For numbers 5a–5c, choose Yes or No to indicate whether the statement is correct.

5a. The surface area of the second pyramid is \(144\text{ cm}^{2}\).

5b. The surface area doubled from the first pyramid to the second pyramid.

5c. The lateral area doubled from the first pyramid to the second pyramid.

Identify the figure shown and find its surface area. Explain how you found your answer.

Dominique has a box of sewing buttons that is in the shape of a rectangular prism.

The volume of the box is \(2\cfrac{1}{2}\text{ in.}\times3\cfrac{1}{2}\text{ in.}\times\text{_____} = \text{_____}\).