how would i put this on exel could you type it in for me so i can see how it is done, suppose the deer population P(t) in a small forest initially numbers 25 and satisfies the logistic equation dp/dt = 0.0225P -0.0003P ^ 2 (with t in months) Use the Runge - Kutta method to approximate the solution for 10 years, first with step size h = 6 and then with h = 2. Round your answers to the nearest whole number. How would i put this on exel spread sheets so that it would calculate correctly please i need help i have been lost in this subject for a while. part a. h =6 h = 2 part b. the population limit part c. after 5 years the population is at what percent of the population limit after 10 years the population is at what percent of the population limit

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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how would i put this on exel could you type it in for me so i can see how it is done, suppose the deer population P(t) in a small forest initially numbers 25 and satisfies the logistic equation dp/dt = 0.0225P -0.0003P ^ 2 (with t in months) Use the Runge - Kutta method to approximate the solution for 10 years, first with step size
h = 6 and then with h = 2. Round your answers to the nearest whole number. How would i put this on exel spread sheets so that it would calculate correctly please i need help i have been lost in this subject for a while.
part a. h =6 h = 2
part b. the population limit
part c. after 5 years the population is at what percent of the population limit after 10 years the population is at what percent of the population limit
part d. make a graph point at the starting value, could you draw a graph that has everything below 
. the solution curve
. point at the 5 year prediction
. point at the 10 year prediction
a line that represents the limited population
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