IV. Analysis/ Analyzing Place your solution on the space provided. 1. Suppose the population of a certain bacteria in a laboratory sample is 100. If it doubles in population every 6 hours, what is the growth rate? How many bacteria will there be in two days?

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter5: Inverse, Exponential, And Logarithmic Functions
Section5.6: Exponential And Logarithmic Equations
Problem 64E
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7. Given Fib(30) = 832,040 and Fib(28) = 317,811, what is Fib(29)?
IV. Analysis/ Analyzing
Place your solution on the space provided.
1. Suppose the population of a certain bacteria in a laboratory sample is 100. If it doubles in
population every 6 hours, what is the growth rate? How many bacteria will there be in two days?
as n gets larger is said to approach the Golden Ratio, which is approximately
Fib(n)
Fib(n+1)
2. The ratio
Fib(n)
equal to 1.618. What happens to the inverse of this ratio,
-? What number does this quantity
Fib(n+1)
approach? How does this compare to the original ratio?
2020-2021
Transcribed Image Text:7. Given Fib(30) = 832,040 and Fib(28) = 317,811, what is Fib(29)? IV. Analysis/ Analyzing Place your solution on the space provided. 1. Suppose the population of a certain bacteria in a laboratory sample is 100. If it doubles in population every 6 hours, what is the growth rate? How many bacteria will there be in two days? as n gets larger is said to approach the Golden Ratio, which is approximately Fib(n) Fib(n+1) 2. The ratio Fib(n) equal to 1.618. What happens to the inverse of this ratio, -? What number does this quantity Fib(n+1) approach? How does this compare to the original ratio? 2020-2021
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