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A microbial population follows the logistic- growth model. Given the information below, the microbial population (X, mg/L) after 9 days is most nearly: X6 (mg/L) 100 Hmax (1/day) 0.90 K (mg/L) 110,000 O 16,360 O 82,490 O 190 O 50,000

A microbial population follows the logistic- growth model. Given the information below, the microbial population (X, mg/L) after 9 days is most nearly: X6 (mg/L) 100 Hmax (1/day) 0.90 K (mg/L) 110,000 O 16,360 O 82,490 O 190 O 50,000

Human Anatomy & Physiology (11th Edition)
Human Anatomy & Physiology (11th Edition)
11th Edition
ISBN:9780134580999
Author:Elaine N. Marieb, Katja N. Hoehn
Publisher:Elaine N. Marieb, Katja N. Hoehn
Chapter1: The Human Body: An Orientation
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A microbial population follows the logistic- growth model. Given the information below, the microbial population (X, mg/L) after 9 days is most nearly: X (mg/L) 100 Hmax (1/day) 0.90 K (mg/L) 110,000 O 16,360 O 82,490 190 O 50,000
Transcribed Image Text:A microbial population follows the logistic- growth model. Given the information below, the microbial population (X, mg/L) after 9 days is most nearly: X (mg/L) 100 Hmax (1/day) 0.90 K (mg/L) 110,000 O 16,360 O 82,490 190 O 50,000
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