This is my code for Euler's method: change(N)=0.2*N*(1-(N/100)) count = srange(0,1000) vals = [150] step_size = 0.1 for i in count: current_value=vals[i] future_value=current_value+step_size*change(current_value) vals.append(future_value) vals Questions: Turn your implementation of Euler's method into a function. This function should take a differential equation (see the previous paragraph), an initial value, a step size, and the number of steps as inputs. It should return a list of state values as its output. Modify this function so it returns a list of pairs of time and state values.
This is my code for Euler's method: change(N)=0.2*N*(1-(N/100)) count = srange(0,1000) vals = [150] step_size = 0.1 for i in count: current_value=vals[i] future_value=current_value+step_size*change(current_value) vals.append(future_value) vals Questions: Turn your implementation of Euler's method into a function. This function should take a differential equation (see the previous paragraph), an initial value, a step size, and the number of steps as inputs. It should return a list of state values as its output. Modify this function so it returns a list of pairs of time and state values.
Computer Networking: A Top-Down Approach (7th Edition)
7th Edition
ISBN:9780133594140
Author:James Kurose, Keith Ross
Publisher:James Kurose, Keith Ross
Chapter1: Computer Networks And The Internet
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This is my code for Euler's method:
change(N)=0.2*N*(1-(N/100))
count = srange(0,1000)
vals = [150]
step_size = 0.1
for i in count:
current_value=vals[i]
future_value=current_value+step_size*change(current_value)
vals.append(future_value)
vals
Questions:
- Turn your implementation of Euler's method into a function. This function should take a differential equation (see the previous paragraph), an initial value, a step size, and the number of steps as inputs. It should return a list of state values as its output.
- Modify this function so it returns a list of pairs of time and state values.
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