Question 1
What is a numerical solution to a differential equation most closely based on?
Question 2
Which statement best describes Euler's method?
Question 3
In Euler's method, what does the step size $h$ represent?
Question 4
Why does reducing the step size $h$ usually improve a numerical approximation?
Question 5
Which condition is needed to start a numerical solution of a differential equation using Euler's method?
