That’s a wrap.

This article from New Scientist discusses how mathematics can be used to wrap gifts in a precise and efficient manner. The author explains that when wrapping box-shaped gifts, measuring the length and thickness of the box can help determine the amount of paper needed. For cylindrical gifts, the paper should be slightly wider than the diameter of the gift and the length should be the sum of the diameter and the length of the gift. The article also provides instructions for wrapping equilateral triangular prism gifts and large, flat, square-ish gifts using mathematical methods. The author emphasizes the importance of aligning the pattern on the paper for maximum aesthetic appeal. [Extracted from the article]