Asked by Erika
N(t) = 650/1+649 e^−0.5 t
(b) How many people will have heard the rumor after 4 hours?
After 9 hours?
(c) When will half the people have heard the rumor? t =
(d) When is the rumor spreading fastest? t =
Answers
Answered by
Tim
Your problem doesn't state the original population, so you need to rephrase your homework question to give all the information.
You can use a program like Winplot to plot this function, and pick off the relevant data.
You can use a program like Winplot to plot this function, and pick off the relevant data.
Answered by
Henry
N(t) = 650 + 649e^-0.5t.
a. -0.5t = -0.5*4 = -2,
N(4) = 650 + 649 * e^-2,
= 650 + 649*0.1352,
= 650 + 87.8 = 737 people.
b. -0.5t = -0.5 * 9 = -4.5,
N(9) = 650 + 649*e^-4.5,
= 650 + 649 * 0.01111,
= 650 + 7.21 = 657 people.
a. -0.5t = -0.5*4 = -2,
N(4) = 650 + 649 * e^-2,
= 650 + 649*0.1352,
= 650 + 87.8 = 737 people.
b. -0.5t = -0.5 * 9 = -4.5,
N(9) = 650 + 649*e^-4.5,
= 650 + 649 * 0.01111,
= 650 + 7.21 = 657 people.
There are no AI answers yet. The ability to request AI answers is coming soon!
Submit Your Answer
We prioritize human answers over AI answers.
If you are human, and you can answer this question, please submit your answer.