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@ eBook Show My Work (Optional) 5. O 0/2 polnts | Previous Answers OSCalc1 8.4.902.WA.Tut. a school with 1000 students. At 8 AM, 60 students have heard the rumor, and by noon, half the school has heard it. Using the logistic My Notes Ask Y r, and by noon, half the school has heard it. Using the logistic model explained below, determi since 8 AM before 90% of the students will have heard the rumor. (Round your answer to three decimal much time passes 0.373396 hr Let y() be the fraction of the population that has heard the rumor at time t and assume that the rate at which the rumor spreads is proport population that has heard the rumor and the fraction 1 - y that has not yet heard the rumor. fraction y of the Tutorial ferential equation wit 1e-kt, where C is an arbitrary constant. How does the given initial number of students at 8 AM who have heard the rumor help d The spread of the rumor is modeled by y ky(1 - y). What i s the carrying capacity A in this logistic differential equation? Recall that the general solution Missing Plug-i carrying capacity A and growth constant k > o is an arbitrary con constant? (Dont forget to express percentages in decimal form.) the value of C? How does the number of students four hours later who have heard the rumor help determine the growth co Additional Materials eBook O Show My Work (optional) esc

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