Asked by John
A population of ladybugs rapidly multiplies so that the population t days from now is given by A(t) = 3000e^(.01t). How many ladybugs are present now? How many will there be after a week?
im totally lost on this one! Where do i begin and where do i end?!
im totally lost on this one! Where do i begin and where do i end?!
Answers
Answered by
Anonymous
t is the number of days from now. The first question is asking for how many ladybugs are present now. How many days are there from now to well now ;/. So t = ?. How many days are in a week from now?
If it is still not clear, A(t) is the population at any given day and the given day is represented by t. So by substituting a number for t into the function, A(t) = 3000e^(.01t), it will give you the population at the number of days from now. Err, badly phrased it seems but I tried to simplify it as much as possible.
If it is still not clear, A(t) is the population at any given day and the given day is represented by t. So by substituting a number for t into the function, A(t) = 3000e^(.01t), it will give you the population at the number of days from now. Err, badly phrased it seems but I tried to simplify it as much as possible.
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