The value of k depends on the object, so you can use the same k as from part a
Round to the nearest minute.
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1
Question 3
3.
Note: The exact value of Room Temperature is not needed
Round to the nearest degree celcius
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1
Question 4
4.
Round to the nearest degree celcius
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1
Question 5
5.
Round to the nearest minute
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1
Question 6
6.
The following logistic equation describes the growth of a population P, where t is measured in years
a) What is the carrying capacity of the population?
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1
Question 7
7.
How big is the population when it is growing the fastest?
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1
Question 8
8.
How fast is the population growing when it is growing the fastest?
Answer in terms of individuals per year
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1
Question 9
9.
How long will it take the guppy population to be 100?
Round to the nearest week
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1
Question 10
10.
How about 125?
Round to the nearest week
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1
Question 11
11.
How long will it take for the gorilla population to reach the carrying capacity of the preserve?
Because population must be a whole number, you may assume that the population will round up/down appropriately to the nearest whole number. So really you are trying to figure out when the population reaches 249.5