When folding a piece of paper in half repeatedly, the thickness doubles with each fold, demonstrating exponential growth. After just 7 folds, the paper becomes as thick as a notebook; by fold 42, it reaches the Moon; by fold 81, it exceeds the size of the Andromeda galaxy; and by fold 103, its thickness surpasses the observable universe (93 billion light-years). This illustrates how exponential growth can produce seemingly impossible results from simple repeated doubling.
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What If You Folded a Paper 103 Times? 🤯Hinzugefügt:
How many times do you need to fold a piece of paper to reach the edge of the universe? Fold seven, the paper becomes as thick as a notebook, [music] and human physics says stop. But, what if you keep going? Fold 23, your paper stack pierces the clouds, becoming taller than the Burj Khalifa. Fold 30, you breach the atmosphere [music] and enter space. Fold 42, the paper hits the moon. Fold 51, your paper tower shoots past the sun. Fold 81, your folded paper is now wider than the entire Andromeda galaxy. And finally, fold 103, the thickness of your paper expands [music] beyond the observable universe, spanning 93 billion light years. Only 103 folds separate a single sheet of paper [music] from absolute infinity.
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