Yeast grows exponentially through budding. If one budding cycle takes 90 minutes, what will be the population of yeast after 144 hours if the initial population N0 = 5?(a) 480(b) 5 × 2^96(c) 96×2^5(d) 144×2^5I have been asked this question in an online interview.My query is from Biological Classification in chapter Biological Classification of Biology – Class 11

Yeast grows exponentially through budding. If one budding cycle takes

1.	Yeast grows exponentially through budding. If one budding cycle takes 90 minutes, what will be the population of yeast after 144 hours if the initial population N0 = 5?(a) 480(b) 5 × 2^96(c) 96×2^5(d) 144×2^5I have been asked this question in an online interview.My query is from Biological Classification in chapter Biological Classification of Biology – Class 11
Answer» The correct answer is (B) 5 × 2^96 Easy EXPLANATION: After 144 hours, NUMBER of budding CYCLES = 144 × 60/90 = 96 cycles. Population after ‘n’ budding cycles = N0×2^n. Population after 96 cycles = 5 × 2^96.

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