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Multiplying rabbits (parte inicial) - Contenido educativo
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After years of experiments, you've finally created the pets of the future,
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nanorabbits.
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They're tiny, they're fuzzy, and they multiply faster than the eye can see.
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In your lab, there are 36 habitat cells,
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arranged in an inverted pyramid, with eight cells in the top row.
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The first has one rabbit, the second has two, and so on,
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with eight rabbits in the last one.
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The other rows of cells are empty, for now.
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The rabbits are hermaphroditic,
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and each rabbit in a given cell will breed once
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with every rabbit in the horizontally adjacent cells,
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producing exactly one offspring each time.
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The newborn rabbits will drop into the cell
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directly below the two cells of its parents
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and within minutes will mature and reproduce in turn.
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Each cell can hold 10 to the 80th power nanorabbits.
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That's a 1 followed by 80 zeros before they break free and overrun the world.
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Your calculations have given you a 46-digit number
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for the count of rabbits in the bottom cell.
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Plenty of room to spare.
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But just as you pull the lever to start the experiment,
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your assistant runs in with terrible news.
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A rival lab has sabotaged your code
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so that all the zeros at the end of your results got cut off.
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That means you don't actually know
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if the bottom cell will be able to hold all the rabbits,
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and the reproduction is already underway.
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To make matters worse,
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your devices and calculators are all malfunctioning,
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so you only have a few minutes to work it out by hand.
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How many trailing zeros should there be
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at the end of the count of rabbits in the bottom habitat?
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and do you need to pull the emergency shutdown lever?
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- Subido por:
- Mario Jose F.
- Licencia:
- Dominio público
- Visualizaciones:
- 81
- Fecha:
- 23 de octubre de 2020 - 3:07
- Visibilidad:
- Público
- Centro:
- IES SALVADOR DALI
- Duración:
- 02′ 09″
- Relación de aspecto:
- 1.78:1
- Resolución:
- 1280x720 píxeles
- Tamaño:
- 17.11 MBytes