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I en bakterieodling ōkar antalet bakterier vāldigt snabbt vid optimala förhâllande. Antal bakterier \( y \) efter \( x \) dygn kan beskrivas med funktionen \[ y=50000 \cdot 1,26^{x} \] a) Hur mảnga bakterier fanns från början? b) Med hur många procent ökar antalet bakterier per dygn? Endast svar krävs. c) Hur många bakterier finns efter fyra dygn? svar krävs. Endast

Ask by Schneider Stewart. in Sweden
Jan 22,2025

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a) 50 000 bakterier. b) 26 % c) 126 000 bakterier.

Solución

a) **50 000 bakterier.** b) **26 %** c) **126 000 bakterier.**

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a) Det fanns från början 50 000 bakterier. b) Antalet bakterier ökar med 26 % per dygn. c) Efter fyra dygn finns det 1 176 365 bakterier.

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