Daily Math Puzzle: 2026-10-29

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2026-10-29

You're carefully packing four distinct grocery items into a single, standard reusable shopping bag with a rectangular base: 1. A rectangular box of artisanal tea. 2. A perfectly spherical orange. 3. A tall, slender bottle of sparkling juice. 4. A soft, cylindrical roll of paper towels. You place them in the bag in this specific sequence: - First, the tea box, laid flat to cover the entire bottom surface of the bag. - Second, the juice bottle, placed upright directly on top of the tea box, towards one side of the bag. - Third, the paper towel roll, laid horizontally *next to* the juice bottle, also on top of the tea box, filling the remaining width of the bag. - Fourth, the orange, gently dropped into the bag to settle wherever it fits. After packing, you look directly down into your shopping bag from above, without tilting or moving any items. Which item is *least likely to have any part of its original top surface visible* from this overhead perspective?

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