2. The number of students in a school who have heard a rumor at time t hours is modeled by the function P, the solution to a logistic differential equation. At noon, 50 of the school's 500 students have heard the rumor. Also at noon, P is increasing at a rate of 20 students per hour. Which of the following could be the logistic differential equation? dP 1 (A) dt P(500-P) 1125 dP 1 (B) dt P(500- P) 480 dP 1 (C) dt P(500 – P) 192 dP 2 (D) dt P(500- P) 45 dP (E) 5 P(500– P) dt 48
2. The number of students in a school who have heard a rumor at time t hours is modeled by the function P, the solution to a logistic differential equation. At noon, 50 of the school's 500 students have heard the rumor. Also at noon, P is increasing at a rate of 20 students per hour. Which of the following could be the logistic differential equation? dP 1 (A) dt P(500-P) 1125 dP 1 (B) dt P(500- P) 480 dP 1 (C) dt P(500 – P) 192 dP 2 (D) dt P(500- P) 45 dP (E) 5 P(500– P) dt 48
Linear Algebra: A Modern Introduction
4th Edition
ISBN:9781285463247
Author:David Poole
Publisher:David Poole
Chapter6: Vector Spaces
Section6.7: Applications
Problem 14EQ
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