SOLUTION: The size of a coyote population at a national park increases at a rate of 5.1% per year. If the size of the current population is 193. Find how many coyotes should be in 4 years. U
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Question 138764: The size of a coyote population at a national park increases at a rate of 5.1% per year. If the size of the current population is 193. Find how many coyotes should be in 4 years. Use the function f(x)=193e^0.051t and round to the nearest whole number.
Thanks to anyone who may be able to help me explain this to my daughter Answer by ankor@dixie-net.com(22740) (Show Source):
You can put this solution on YOUR website! The size of a coyote population at a national park increases at a rate of 5.1% per year. If the size of the current population is 193. Find how many coyotes should be in 4 years. Use the function f(x)=193e^0.051t and round to the nearest whole number.
:
The given equation:
:
f(x) =
where:
f(x) = no. of foxes after t years
193 = initial number of foxes
t = no. of years
:
In this problem it's 4 years, therefore t=4
:
f(x) =
;
f(x) =
:
Find the value of e^.204 on a good calc
f(x) = 193 * 1.2263
:
f(x) = 237 foxes after 4 year
