Project #25964 - Calclulus word problem and desmos graphing.

FILE 1: SOLVE THE WORD PROBLEMS AND THIS FORMULA YOU MUST USE "with problem 4, you must use the equation y = y0e^(rt) + s/r * (e^rt - 1), and solve for the unknown in each part. Keep in mind that for part b you must solve the integral of this for t = 1 to t = 30. For number 5, you must use y = y0(1 + r/n)^nt + s/r * (1/n + 1)^nt, where n is the number of times it compounds each year. Do the same as number 4 for each of the given intervals. For the sum in part b, you must calculate each year and add them together, or come up with some way of writing it exactly, such as with sum notation. " 

note 1: c stands for rate

note 2: Any time s is used in these, it stands for source, that's any amount that's added to your principle at a given time t. So for instance, if you start with $10000 and add $1000 every year, s would be 1000

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FILE 2: Graph the following in WWW.DESMOS.COM and share the graph link with me.

note 1: ANNOTATE max and min and increasing and decreasing anything else instructed.

 

Check attached files.

Subject Mathematics
Due By (Pacific Time) 03/26/2014 09:00 am
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