Dr. Frankenstein is growing two types of super- bacteria in his secret lab: A and B. • Bacteria A's population grows by 10% every hour. At midnight, he had 5000 bacteria of type A. • Bacteria B's population triples every 5 hours. At 1:00 AM, he had 1000 bacteria of type B. When will Dr. Frankenstein have twice as many bacteria B as bacteria A? Round to the nearest minute. (Give your answer as the time of day.)
Dr. Frankenstein is growing two types of super- bacteria in his secret lab: A and B. • Bacteria A's population grows by 10% every hour. At midnight, he had 5000 bacteria of type A. • Bacteria B's population triples every 5 hours. At 1:00 AM, he had 1000 bacteria of type B. When will Dr. Frankenstein have twice as many bacteria B as bacteria A? Round to the nearest minute. (Give your answer as the time of day.)
Chapter10: Exponential And Logarithmic Functions
Section10.5: Solve Exponential And Logarithmic Equations
Problem 10.88TI: Researchers recorded that a certain bacteria population declined from 700,000 to 400,000 in 5 hours...
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Transcribed Image Text:Dr. Frankenstein is growing two types of super-
bacteria in his secret lab: A and B.
• Bacteria A's population grows by 10% every hour.
At midnight, he had 5000 bacteria of type A.
• Bacteria B's population triples every 5 hours. At
1:00 AM, he had 1000 bacteria of type B.
When will Dr. Frankenstein have twice as many
bacteria B as bacteria A? Round to the nearest
minute. (Give your answer as the time of day.)
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