The bottom of a shopping bag measures 8 inches by 10 inches. The bag has a height of 12 inches. How much paper is needed to make the bag?

A. 256 in2
B. 296 in2
C. 512 in2
D. 592 in2

First, we need to find the surface area of the bottom of the bag, which is 8 x 10 = 80 square inches. Then we need to find the surface area of the four sides of the bag, which is 2(8 x 12) + 2(10 x 12) = 384 square inches. Finally, we add the surface area of the bottom to the surface area of the sides to get the total surface area of the bag: 80 + 384 = 464 square inches. However, since the bag is made from a single sheet of paper that is folded and glued, we need to double this amount to account for both sides of the paper, giving us a total of 928 square inches. Therefore, the answer is D. 592 in2, which is the closest answer choice to our calculated amount.