The number of bacteria in a culture increases rapidly. The table below gives the number N(t) of bacteria at a few times t (in hours) after the moment when N=1000 . Time t (hours) Number of bacteria Nt 0 1000 3.1 1589 6.2 2612 12.4 4100 15.5 6425 (a) Find the average rate of change for the number of bacteria from 0 hours to 6.2 hours. bacteria per hour (b) Find the average rate of change for the number of bacteria from 12.4 hours to 15.5 hours. bacteria per hour
The number of bacteria in a culture increases rapidly. The table below gives the number N(t) of bacteria at a few times t (in hours) after the moment when N=1000 . Time t (hours) Number of bacteria Nt 0 1000 3.1 1589 6.2 2612 12.4 4100 15.5 6425 (a) Find the average rate of change for the number of bacteria from 0 hours to 6.2 hours. bacteria per hour (b) Find the average rate of change for the number of bacteria from 12.4 hours to 15.5 hours. bacteria per hour
Chapter10: Exponential And Logarithmic Functions
Section10.5: Solve Exponential And Logarithmic Equations
Problem 10.87TI: Researchers recorded that a certain bacteria population grew from 100 to 500 in 6 hours. At this...
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The number of bacteria in a culture increases rapidly. The table below gives the number
N(t) of bacteria at a few times
t (in hours) after the moment when
N=1000
.
Time
t
(hours) |
Number of bacteria
Nt
|
0 | 1000 |
3.1 | 1589 |
6.2 | 2612 |
12.4 | 4100 |
15.5 | 6425 |
|
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