anonymous
  • anonymous
Time (hours) Number of Cells 0 200 .25 400 .5 800 .75 1600 1 3200 Write the rule of the function that gives the number of C cells at time t hours. C(t) =
Mathematics
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anonymous
  • anonymous
Time (hours) Number of Cells 0 200 .25 400 .5 800 .75 1600 1 3200 Write the rule of the function that gives the number of C cells at time t hours. C(t) =
Mathematics
katieb
  • katieb
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anonymous
  • anonymous
sorry about the 2 not being lined up with their headings
anonymous
  • anonymous
chris, do you know how to do this?
anonymous
  • anonymous
That's too much work.

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anonymous
  • anonymous
not really.
anonymous
  • anonymous
rules are like f(x)=e^x or p(t)=p/e^kt
anonymous
  • anonymous
Ohhh I'll try
anonymous
  • anonymous
LOL, no its not, just evaluate time with respect to Cells. like f(x) = x C(t) = t Thats a Table of values, just evaluate each cells with respect time.
anonymous
  • anonymous
i mean i know that they double. i just need the exact function.
anonymous
  • anonymous
I tried.. It didn't come out right.
anonymous
  • anonymous
FR33 help!
anonymous
  • anonymous
Whats the function? I cant resolve it without it...
anonymous
  • anonymous
i need the function. that is what my hw is asking me for.
anonymous
  • anonymous
here's part A: (a) A genetic engineer is growing cells in a fermenter. The cells multiply by splitting in half every 15 minutes. The new cells have the same DNA as the original ones. Complete the following table.
anonymous
  • anonymous
i filled in 1600 and 3200
anonymous
  • anonymous
and part B is asking me for the function
anonymous
  • anonymous
or the rule of the function
anonymous
  • anonymous
Wow this seems complicated...
anonymous
  • anonymous
not really. i just cant figure it out cause i suck at math.
anonymous
  • anonymous
its like what you do to get the next thing... like add 2 or multiply by 5 but its a little more complex than that.
anonymous
  • anonymous
What is the main concept ofthe lecture? Like what Chapter and section of the book..?
anonymous
  • anonymous
Exponential and Logarithmic Functions
anonymous
  • anonymous
PART A

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